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    September 01

    First Year

    Dear Emmy:

    It has been exactly one year. Last year this time, you caught us by surprise: your deadline-driven-dad could hardly believe that you would arrive two weeks ahead of schedule: he was even scrambling with a referee report in the hospital several hours before you were born.

    In the past year, you have given us not just surprises, you have filled our hearts with so much oversized emotions: we cheered when you gained weight; we shivered when the nurse took your blood; we celebrated when you finally pooped after a seven-day draught. :)

    But mostly, you have given us joy: boundless, endless, joy. In the morning, my face glows at the warm feeling of snuggling you. In the afternoon, my steps to home quicken at the prospect of seeing you. Late at night, my fatigue runs away at the thought of your heavenly smile.

    Thank you, Emmy. You have given us so much.

    Happy Birthday, Emmy. I hope you will be happy, healthy, and enjoy everyday of your life.

    May 17

    unit disk covering

    there are four points on the plane. if any three points (of the four) can be covered by a unit disk, then all four points can be covered by a unit disk. 
    March 31

    The happiness formula: H=S+V+C

    New reports from my reading of the Happiness book by Haidt: the happiness formula
     
    H: level of happiness
    S: biological set point
    V: voluntary activities we carry out
    C: conditions of life
     
    S: Believe or not, we are not all born equal. Some people are just happier by genes.  There's nothing we can do about S; our parents give it to us.
     
    V:  There are two types of activities that make us happy. The first type includes (almost) brainless activities like eat good food and have sex, that just feel good. The happiness brought by these activities is usually called pleasure. Pleasure makes us happy, but typically only temporarily. Moreover, the unconscious part of our brain often leads us to have too much pleasure at a time, and this can lead to disgust (think about over-eating).  To me, pleasure entail activities that are great for the short run but suck for the long run.
     
    The second type includes activities like playing sports, learning new things, or solving a puzzle that interest us and challenge us at the right level. The happiness brought by these activities is called gratification by some psychologists. Unlike pure pleasure, gratification leads us to more long-lasting happiness, and the side effects of gratification seem to be mild if there are any. In general, gratification are great both for the short run and the long run.
     
    I think the distinction between pleasure and gratification is important and perhaps not well known enough. Max Weber, for example, points out the spirit of capitalism is "hard work and the delay of gratification." Apparently, he should use the word pleasure instead. Perhaps Weber thinks of hard work are miserable activities whose only purpose (for a long time) is for the Glory of God. But in many cases, I believe, hard work is gratifying, especially when the work required matches one's talent.  I certainly couldn't distinguish pleasure from gratification before i read the happiness book. But I did collect one fortune cookie slip (the only one or two i still have), which say "happiness is not pleasure, it's victory."
     
    C reflects how large one's house, how pretty one's spouse is and other material goodies. These material well-beings are probably what we typically have in mind when we talk about  "what a good life is made of."
     
    Unfortunately, we adapt to most things in C fairly quickly, so in a sense spending time and effort to pursue for "what a good life is made of" is somewhat misguided. A large house gets us happy, but only for a while, and then it is taken for granted. People adapt quickly, and this adaptation principle explains, for example, why lottery winners are not nearly as happy as one would imagine.
     
    There are some things, however, which we don't seem to adapt very well, and these are the things we should keep in mind when we make choices. First, we don't adapt well to noise, so choosing a quiet house is perhaps a good idea. Second, we don't adapt well to commuting, so choosing a nearby but somewhat smaller house is perhaps preferable to having a large but far away one. Third, plastic surgery helps! Although attractive people aren't happier on average than the unattratctive ones, those who become more attractive through plastic surgery do. (Sadly or fortunately?, this effect is most pronounced in people who have breast surgery).  Fourth, we do not adapt to relationships. Good roommates, officemates, and significant others really help!  These perhaps are the things we should strive for!
     
    Finally, if one has lots of free time, try visit www.authentichappiness.org and also google Tal Ben-Shahar, who teaches the most popular class at Harvard.
    March 27

    Dennis the dentist and Lawrence the lawyer

    The Happiness hypothesis book is so good (or is revising my thesis so boring?) that I am constantly writing my blog on it.
     
    According to the book, our decisions, even some major ones, can be based on unconscious reactions to trivial cues. For example, when a person called Dennis decides what to do for a career, he considers lawyer, doctor, and dentist, dentist, and dentist... Similarity in names can in this way influence our career choices. The same thing holds true for marriage. How often do couples have similar names  or at least similar initials? Jienan and I both start with J, and a couple we know well both start with H. Although the casual empiricism maybe subject to availability bias (we think something is more likely to happen if we can find ready examples), my guess is that this pattern also holds statistical analysis.
     
    Of course, I wonder how such hypothesis applies to the chinese population. Are the two-letter ones more likely to marry two-letter ones? Or does it also operate through the phonetics? It will be an interesting research question in my opinion.
     
    So the bottom line? If you want ur son to be a lawyer, name him Lawrence. 
    March 26

    How to resist temptation

    The happiness hypothesis book by Haidt is a very informative and interesting book. I highly recommend it.
     
    While reading it this morning, I was intrigued by one study mentioned in the book. The study is an experiment on a bunch of 4-year-olds and basically runs as the following. The experimenter shows one candy (marshmellow?) on the table to the kid and tells him/her that he can have the candy immediately if he wants. But if he's willing to wait, the experimenter can leave the room and get another candy for him, but this might take a while. While the experimenter is away from the room, the kid can ring a bell (also on the table) and then eat the candy if he cannot wait. But in this case, the kid can no longer have the second candy.
     
    Not surprisingly, most kids ask for the 2nd candy. And not surprisinly, many kids cannot resist the temptation of the candy on the table and rang the bell before the experimenter returns (which i think i about 20 minutes long).  But what's interesting is that the experimenter revisit the kids 20 years later and linked their results in this experiment with other measures of their performance in life. It is found out that kids who can wait longer for the candy (who better resists the temptation) also have better test scores (SAT), attend better colleges, and have better outcomes in many other dimensions. When kids who can wait longer are asked how they can resist the temptation, the most standard answer is that they try to distract their attention away from the candy by thinking about some other interesting things.
     
    I find this study really fasinating. And my lesson from this is 1) being able to resist temptation/delay gratification is a good trait; 2) one effective way to resist one (readily available) temptation is to think of something else that is interesting, exciting, but not readily available.  
     
     
    March 25

    Describe, explain, and comment

    I always wonder whether there are mechanical ways to make writings more efficient.
    While revising my thesis today, it dawns on me that this is the format I should (almost) always follow. For every concept/lemma/theorem, we first describe it, then explain it, and after formally stating/proving it, we comment on it.
    March 21

    An interesting article and related thoughts

    Do we feel that "dumber" people are more also more stubborn? This paper below gives one anwer to why this is so.
     
     
    This paper should have interesting applications about designs of organizations and internal labor market.
     
    One extra thought that I had after reading is that asymmetric info of the firm and the associated risk sharing may help explain why firms are not more likely to fire workers during a recession.
    March 15

    In Memory of March 14th

    Yesterday was 3.14, and also a full moon night, so I felt compelled to read sth about the circle. :)
    I picked out Stein's book on Fourier Analysis and delved directly into Weyl's equi-distribution theorem, an extremely beautiful theorem that joins analysis, number theory, and even a bit geometry. Since the theorem is so pretty and easy to explain, I feel that it might be good to share it.
     
    Let's recall that x is a rational number iff it can be expressed as x=p/q, where p and q are integers. If x isn't rational, it is an irrational number. Also, we use [x] to denote the largest integer below x, so [3.4]=3, [2]=2, and [-3.4]=4. We let <x> be the fractional part of x, so <x>=x-[x], and lies in [0,1).
     
    Finally, we say that an infinite sequence {X1, X2, ...Xn,..} is dense in [0, 1), if for any (a,b) in [0,1), there will be an Xn such that Xn belongs to (a,b). The sequence is equi-distributed in [0,1), if for any (a,b) in [0,1), the proportion of Xns that fall into (a,b) equals b-a.
     
    In other words, if we join 0 with 1 to make [0,1) an circle, then we can think of a sequence on [0,1) as the steps of a soldier marching on it. Now if we subdivide the circle into many small intervals, then a sequence is dense basically says that the soldier's step will fall into an interval at least once, regardless how small these intervals are. Equidistribution says that if the soldiers march long enough in the circle, he will not only step into each interval, but also the number of steps that falls into each interval will be approximately the same for intervals of equal length.
     
    The Weyl's theorem says that if k is an irrational number, then the sequence of fractional parts <k>, <2k>, ...<nk>, is equidistributed in [0,1).
     
    Of course, it is easy to see that if k is a rational number, then the sequence of fractional parts will take finite number of values, and vice versa. But I remembered that in college, I had a very very tough time trying to prove that if k is irrational, then the sequence of its fractional parts is dense in [0,1), not mentioning it's equidistributed.
     
    It turns out that if we use Fourier analysis,(given one finds the right way) it is quite easy to prove  the theorem above, and I encourage those interested to try. So instead of giving the proof, I'd rather point out a geometric intepretation of the theorem.
     
    Suppose the sides of a square are reflecting mirrors, and a ray of light leaves one point on the square. Weyl's theorem in this setting says that if the intial slope of the light (with respect to the side where it leaves) is rational, then the rays will form a periodic circle. Otherwise, the rays will be dense in the square.
     
    How Beautiful!
     
    October 09

    Shanghai Cuisine

    One of the most emailed articles at NYTimes website is Shanghai: a far east feast, where the link is http://travel2.nytimes.com/2005/10/09/travel/09shanghai.html?incamp=article_popular_3
     
    I was 口水直流 after reading the article. But the most amazing part of the article is at the end, there is a list of restaurants to in Shanghai and their contact numbers. I shall reserve them far in advance and make sure to pay them visits in Jan. :)
    October 07

    My Nobel Prediction

    Spent $6 in my department nobel prize pool. Here are my predictions:
    Aumann, R
    Diamond, P
    Helpman, E
    Huriwcz, L
    Fama, E
    Ross, S
    Let's see whether I win any money on Monday!
    August 28

    The Peter Principle

    This is a small, yet hugely famous book. I have seen its title featured in bookstore while in middle school; I have seen its content discussed in a math book; I have read quite a few economic papers discussing it; I have even thought about writing a paper on it. Finally, when I saw this small red book displayed in the impluse reading shelf in the library a month ago, I grabbed it immediately.
     
    The idea of the Peter Principle is very simple: people will be promoted to a level where they are no longer competent. In other words, if someone is good at his job, he gets promoted to the next level. If the person is again good at the new level, he will get promoted again. When is the person no longer promoted? He receives no further promotion when he becomes incompetent at his job.
     
    The most stark consequence of the Peter Principle is that most jobs will be occupied by incompetent people. Therefore, the Peter Principle gives an easy explanation to why buildings breakdown, cars collapse, generals fail to carry out orders, and hundreds of other inefficiencies in life.
     
     
     
    August 07

    The tipping point

    This book had been on the NY Times bestseller for months and received very favorable reviews. The theme of “the tipping point”, as suggested by the title, is that when a threshold is reached, say the percentage of blacks in a community or the number of people in a factory plant, dramatic changes can take place. Very often, the threshold is reached by tiny and subtle variations in conditions, so a seemingly negligible change can lead to huge differences in outcomes.

     

    This idea, although intuitive and possibly appealing to many people, was received by me with a sense of hostility.  The reason is simple. As an economist, I like scientific methods and would like to see the world organized in orderly fashions, so that predictions can be made. The very nature of this “tipping” idea says that the world is chaotic, and thus unpredictable. Furthermore, the content of the idea determines that it cannot be subject to the scrutiny of scientific methods, so we cannot either confirm or reject the idea.

     

    Of course, it will be crazy to believe that the social phenomenon can be predicted to the same degree of accuracy as those in the physical world, whose accuracy is already quite limited. But an emphasis on the unpredictable part of the world can be disappointing, discouraging, and disheartening to positive efforts that try to make sense out of the seemingly chaotic world. This is my most fundamental objection to books that promulgate such ideas.

     

    My hostility to the book, however, diminished gradually as I read on. Mostly it is because this book contains numerous interesting, entertaining, and possibly surprising stories.

    Eg 1: Yawning is an interesting word. While I typed it, I felt like yawning. While you read it, you might feel like yawning as well. When you yawn, people around you might yawn as well. As they yawn, people around them may yawn as well…. Yawning can be quite epidemic. J

     

    Eg 2: We all seem be affected by subtle cues. One study asked students to test the quality of a headset by first listening to some music, and then followed by an article which suggests to raise the tuition from 580 to 780. The students were divided into three groups: group one were asked to nod all the time while listening; group two were asked to shaking their heads; group three were asked to stand still. Then the students were asked what they believe was the right level of tuition. Unsurprisingly but interestingly, group one averaged around 680, group two averaged around 480, and group three around 580, which is the status quo. More interestingly, when asked why they gave out their answers, the students gave all kinds of reasons, mostly how convincing they found the article to be, but never mentioned that some were nodding or some were shaking heads.

     

    Eg 3: Brain channel capacity: If different music pitches are played, we can roughly only divide the pitches into six different categories (before making mistakes). If iced tea of different amounts of sugar are tasted, we can roughly divide them into six categories according to their sweetness. If different numbers of dots are flashed on a screen and we are asked to tell how many dots there are on the screen, we can typically count it right until there are more than six dots. In these cases, our brain capacity limits our ability to process info, and typically settles with the magic number 6 (or 7 depending how one counts it). More interestingly, there is an area called neocortex in our brain, which is responsible for complicated thoughts and reasoning. The size of the neocortex seems to be responsible for how large our social groups can be. It is said that humans cannot handle a social group larger than 150. In other words, if the number of people in a plant is less than 150, then everyone can know everyone. If the number exceeds 150, then people stop knowing each other, or multiple sub-groups will emerge. That might be why the Gore Company, which produces Gore-Tex, opens a new plant whenever the number of people in the old plant hits 150. 

     

     

    The author actually has a quite structured model on how an epidemic might take place.(or how a system can tip).  According to the author, there are three key elements. First, certain types of people, which includes connectors (people knowing all kinds of people), mavens (people knowing everything (product price, quality…)), and salesmen (super-persuasive people), are the key spreaders of a word-of-mouth epidemic.  Second, for a message, or an advertisement to spread well, it needs to “stick”. Third, how well something spread might be determined by some very subtle conditions (like the nodding example in the previous example).

     

    My attitude towards the theory remains lukewarm. The theory sounds reasonable enough to me, but hardly useful. In particular, the second point seems cliché enough and the third point says that we really don’t know or aren’t able to find what’s important for the spread of an epidemic. But for the interesting stories inside, the book is still worth reading. The author managed to make the book “stick” after all.

     

    Finally, my objection to the idea does not mean the phenomenon it describes is not important. Arguably, internet has made our current time possibly the best time in human history so far to study the formation of networks and the spread of epidemics. For example, it would be very interesting to see how the blogs of different people are linked, how blogs became sudden so popular, the sudden rise of msn as provider of the blogs, and why particular blogers, like Wang Jianshuo, gained tremendous popularity quickly.

    July 28

    Benjamin Franklin

    An exhaustive list of Franklin’s achievements can be truly exhaustive to read. So I am only going to list a few. As a scientist, he advanced our understanding of electricity (by realizing some are positive and others are negative and lightning are electricity), realized that colds are caused by contagion, noticed that lead has poisoning effects, discovered why oceans is salty, and numerous others. 

     

    As an inventor, he built the lightning rod, designed bi-focal glasses, produced the primitive form of storage battery, improved and manufactured smoke-reducing stoves, and even made a popular music instrument. Franklin is also credited with coming up with the day-light saving idea, although he probably never thought seriously about it.

     

    On his jobs, Franklin as a printer also was the best writer of his time. His newspaper had the biggest sales and he published the first magazine in the U.S. As a chief postmaster in the U.S. under the British rule, he designed a system so efficient that a letter took less than a day to be delivered from New York to Boston. On his role as a U.S. envoy in France, he has been hailed as the best diplomat that U.S. has ever had since. Franklin also edited the Declaration of Independence and was the only person to sign all four of the U.S. founding papers: the Declaration of Independence, the treaty with France, the peace accord with Britain, and the Constitution. 

     

    Outside his official jobs, Franklin incorporated the first public library, organized the first fire brigade, and founded the first nonsectarian college (later known as UPenn).  He also improved the police forces, raised money for a hospital, and initiated Junto, a society for self-help and improvements that still exists.

     

    One marvels at Franklin’s achievements and wonders how all these can be done by one single person. With due respect for his formidable talent, his power was also elevated to an extraordinary level by his insatiable desire for self-improvement and his unwavering will at implementing his design for improvements. He distilled many of his own lessons into maxims, collected in the book of Poor Richard’s Almanac, an all-time bestseller with millions of copies sold. Many of these have passed the test of time:

    Eat to live, not live to eat

    Necessity never made a good bargain

    Diligence is the mother of good luck

    He that pursues two hares at once does not catch one and lets the other go

    Hast makes waste

    No gain without pains

    ……

     

    These simple, homespun wits serve many people, including Thomas Mellon and Andy Carnegie. However, they are hated by many others, including Keats, Emerson, and D. H .Lawrence. These people faulted Franklin for only knowing “be good by doing good”, yet are totally devoid of faith, heroic acts, spiritual pursuits, and romanticism. To them, Franklin is a shallow, vain, frugal, and miserable man who misled generations of youth by focusing their attention and energy on the earthly and unworthy endeavors and are thus totally deprived of true happiness.

     

    These people might have a point. Franklin’s advices do sometimes appear to be sordidly pragmatic, just like the chess play of Bobby Fischer, which lacks the elegance or beauty that should have permeated in life.  But just as Bobby Fischer wins the games, Benjamin Franklin also wins, but on a much more grand scale. People that follow Franklin’s advice earn personal success; companies that follow Franklin’s philosophy gains profits; countries that follow Franklin’s spirits obtain prosperity.

     

    And I am just glad that China seems to have followed Franklin’s spirit more than any other country.

    John Adams

    This is a colossal book on a colossal man.

     

    John Adams is far from a household name to Chinese. When in China, my only knowledge about him is that he is the second president of the U.S., and his son also becomes president.

     

    There are reasons for his obscurity (to Chinese at least) compared to other founding fathers.  Washington won the war; Jefferson wrote the Declaration of Independence; Franklin was Benjamin Franklin after all. What has John Adams done?

     

    Many, numerous many (this is a 650 page book!), but only one crucial enough to put him in the league of founding brothers. When the Congress debated Independence in 1776, no one pushed for it as fiercely as Adams did; no one defended its validity as forcefully as Adams did; no one explained for its cause as lucidly as Adams did.  Benjamin Rushed corresponded that “Every member of Congress in 1776 acknowledged him to be the first man in the House,” and Jefferson refer to him as “our colossus on the floor.”  Without him, it is highly doubtful whether the independence would be declared in 1776.

     

    Adams was born and brought up in Braintree (30 minutes of subway from my apartment in Cambrige), went to Harvard, and first became a teacher. Finding himself disliked the job, Adams switched to the profession of law, and quickly rose to fame as probably the most prominent lawyer in the Boston Area. Once his client forgot a document on the court, so Adams gave a speech extemporaneously for four hours, until the client fetched the document from home, and they won the case.

     

    Adams's oratory skill, often compared to that of Cicero's, is his strongest weapon. His eloquence catapulted him to the status of founding father in the congress of 1776 and won him several important jobs afterwards, including the second president of the U.S. However, apart from his eloquence, John Adams hardly has any extraordinary abilities and is faulted with many human weaknesses.  His knowledge is narrow: he is virtually ignorant outside the area of politics and law. His temperament is no better: it is typical to label Adams as stubborn, vain, irritable, jealous, and arrogant.

     

    These qualities, together with his devotion to principles, which often means lack of flexibility and tactics, destined Adams's life as one often fraught with frustrations. When in France, his Puritan spirits prevented Adams from being assimilated into French way’s of life, which is frequently teemed with indulgence and luxury. When in Presidency, his concerns for the truth and the welfare of the country crippled him as a good political player. In fact, Adams was consistently alienated by his cabinet members, all of whom owe more loyalty to Hamilton than to him. As a result, his presidency, though short of a disaster, is hardly glorious, and Adams lost his reelection.

     

    Having first read Franklin's biography, in which the role of Adams in France has been portrayed (rightly) as destructive, my opinion of Adams is hardly favorable from the beginning. To me, Adams is just one averages person who happens to be exceedingly persuasive. His fame is accidental; his incompetence causes damage.

     

    After flipping through some five hundred pages of the book, however, I changed my view. My admiration of Adams grew page by page. My respect of Adams even surpassed that of Benjamin Franklin after finishing the book. When strolled along the Charles River and enjoyed the beautiful star night, I even think about John Adams.

     

    John Adams won me over. He won me over not by exhibiting his eloquence, not by fending his foibles, but by demonstrating his unflinching devotion to his moral principle, to his belief of truth and justice, and to the welfare of his people, displayed by his actions, very often unpopular and stubborn, that damage both his reputation and financial wealth. As a lawyer, Adams defended the British soldiers, even if there is a public sentiment against the Brits. After winning the case, the business of Adams dropped by half. As a president, Adams secured a peace treaty with the France, even if his personal experience with France was hardly pleasant and the whole country disliked the Frenchs. This treaty with France directly cost Adams a second term in white house.

     

    The stubbornness with the principles destined Adams to be a lonely man sometimes, just as how he left Washington by himself after his defeat in the election. Consequently, the life of Adams can often be described as “Greifs upon griefs! Disappointments upon disappointments!” But what then? For Adams, “this is a gay, merry world notwithstanding.”

    July 16

    三月之限

    Two Thumbs Up!  Riveting! Captivating! Fascinating! Engrossing!
     
    Although these words typically appear on the backcover of a major motion picture DVD,  they describe this book equally well. Indeed, I finished the book without a break (amidst which my wife kept on reminding me I should focus on my research instead of reading chinese books....)
     
    The book is a novel about a few entrepreneurs who started an online grocery/delivery service, when faced with a dotcom bubble burst, managed to raise the profits from deep in the water to a respectable 9.5% IRR within a few months. The key is to cut cost(reduce waste), while boosting the efficiency of the workers to meet the demands from the customers.
     
    Cost cutting and productivity enhancement sounds cliche enough and hollow enough. For most economists, myself included, cost minimization is an abstract concept with wage ratio equaling marginal rate of substitution. This book shows cost minimization in action. It does not simply give out the answers to cost minimization, but rather encourage the readesr to come up with his/her own solutions to the business problems while reading along.
     
    Question 1: Sometimes, there are tons of wastes in the warehouse: milk became sour, fish start to stink, vegetable turns yellow when demand is not large enough. In other times, the company run out of goods in the warehouse when demand is high. As an inventory control manager, how should one control the inventories?
     
    Question 2: When customer orders come in, how can the workers pick the goods from the shelves to fill the order as quickly as possible? More specifically, suppose every customer order composes of some apples and some oranges ,and there are 10 workers in total. One possibility is to have each worker to first pick apples and then oranges to fulfill the order. One obvious objection to this is that there's no specialization. In other words, one would think it's better for 5 workers to specialze in picking apples and then give the orders to the other 5 who specialize in picking oranges. The problem with this is that when say, there is a huge demand for apples, those workers picking apples will be super busy while those picking oranges will be idle most of the time. how can one improve further?
     
    Question 3: When goods are all in the trucks and are ready to be delivered to home addresses, how can these goods be delivered in the fastest possible manner. Everyone who have lived in a city like NYC or Shanghai knows how hard this question can be. Is there an easy way (for the truck drivers to understand) to pick the optimal delivery route?
     
    Question 4: Now suppose the only commodity is coke. And there are three types of agents: a coke factory that produces cokes, an online delivery service, called www.uncle-feng.com, and many customers who order cokes from uncle-feng. If there are many customers, demand for cokes should be quite stable. However, the coke factory found uncle-feng's order fluctuates quite a lot and is quite unpredictable. This forces the coke company to build a large warehouse, which costs lots of money. If consumer's demand for coke is stable, why will uncle-feng's demand fluctuate? Is there a way to minimize the fluctuation and thus save the coke factory from building a warehouse?
     
     
    If you like these questions, this book is for you. The authors  mentioned that this book is mostly suitable for those who are interested in supply chain managment. And indeed this book is about supply chain. But  I believe every curious mind will enjoy reading the book tremendously.And their enjoyment will come not from just the thrill of discovery, but also from the light-colored romance in it. :)
     
    Bravo Daivd!!!
     
     
     
     
     
     
     
     
    June 19

    Health and Work

    Jienan complains that my blogs are way too long and few has the time to read it. So this is a (relatively) short one. (BTW, if you get a chance to read moneyball, it's definitely worth the time. This book is outstanding!)

    One interesting headline in msn.com last week was about the ranking of top 50 healthiest large cities in the U.S. (actually, the 50 city/area covers most of the u.s, and the city that ranks the 50th is the least healthy one.) According to the study, San Jose is the healthiest city in the U.S., followed by San Francisco, Washington DC, Seattle, and Salt Lake city. Boston ranks the 11th, New York the 43rd, and New Orleans is the least healthiest.

    To measure how healthy a city is, the study ask questions in five areas, including a) mental (sleep problem or not, percentage of depression or so on),  b) life style (how many hours worked per week, vacation days per year and so on), c) physical activities (regular exercise or not and so on), d) health status (cholestrol level, diabetes incidence and so on), and e) diet. After measuring how well a city does on each of the five category, a city's total health points is obtained by adding up separate scores from each of the five.

    This is certainly a useful guide for people looking at how healthy a city is and also brings public attention to the health problems. However, I don't quite agree with the way the study calculates the aggregate health level of a city. It seems to me that the two categories above, physical health and mental health, are true indicators of the health levels. The other three, life style, physical activities, and diet, are merely conductive methods to achieve health and should not be counted as part of the health outcome. It is like judgement the performance of a student, we should look at his grades and not how many hours he works.

    Eyeballing the health statistics, some interesting patterns are revealed immediately. First, mental health doesn't seem to depend that much by weather. LA has a mental health of 8 (out of 100), San Fran has 30, and chicago has 81.

    More interesting, the correlation between mental health and physical health is -0.19. In other words, people with higher physical health level are more likely to have worse mental health. This is certainly a puzzling but absolutely interesting result, since conventional wisdom would suggest physically healthier people are likely to be happier, which leads to good mental health.  Assuming the study is correct, I have two possible explanations for it.

    First,  people with low mental health(have trouble to sleep, high stress level) are usually under immense pressure from work. These pressure actually enhances the level of immunity system and thus boosts physical health. One chinese saying for this would be 天行健在自强不息。(Work more, even if under stress, is good for physical health.)

    The second explanation also assumes people who have low mental health are under pressure from work. But stressful jobs are typically well paid, and those who get the chance to do such jobs may have better genes. These better genes give them better physical health.

    These two explanations are dramatically different and have very different policy implications. One says stressful job is good, even from a health point of view. And the second one makes so much statements and are more likely to be aligned with conventional wisdom.(stress leads to worse physical health.)

    It would be interesting to distangle these two theories.  One way is to randomly give people stressful jobs (random promotion) and see how the person's physical health changes. A better physical health suggests explanation 1 is right, and the other way will favor explanation 2. Unfortunately, such practice is quite unethical and is unlikely to be implemented in reality.

    Of course, it is actually very likely the study was done improperly and data is unreliable. In this case, the theories above is just total nonsense.

     

     

     

     

    June 18

    Money Ball

    The first time I heard of this book is from Larry Summers, who in a public lecture recommended everyone to read it. By the time I read the book about two weeks ago, it has already been on the NYTimes bestseller for ages. Many people believe that this is the best book of Michael Lewis, and I more or less agree. Although the book is less funny and profane than Liar's Poker, after reading it I feel extremely excited, energetic, and empowered.

    The theme of the book is very simple: why market can be inefficient sometimes and how one can exploit it. The scenario to illustrate this theme is not a typical market, but the major league baseball (MLB).  As in any other professional sports, the success of a team these days depends crucially on how much money the team has. A simple regression of number of games won on the amount of money a team has shows that it takes more than $1 mil to win an extra game per season. Some teams, like the Texas Rangers, take about $3 mil to win an extra game. Yet there is one team, the Oakland  A, paid about half a million to win an extra game per season for many years. Furthermore, it is consistently among the teams that win the most games. How does Oakland A do it?

    The following paragraph captures the essence the answer:

    "At the bottom of the Oakland experiment was a willingness to rethink baseball: how it is managed, how it is played, who is best suited to play it, and why. Understanding that he would never have a Yankee-sized checkbook, the Oakland A's general manager, Billy Beane, had set about looking for inefficiencies in the game.  Looking for, in essence, new baseball knowledge. "

    Yes, the key is to treat baseball as a science and to use scientific method to win as many games as possible with a fixed budget. One feature that facilitates baseball for a scientific study is its abundance of statistics. Furthermore, most of the play in baseball can be considered one to one, and this makes the standard tools of statistics applicable. By attaching all kinds of statistics to a player, this allows the team properly pricing its players, or in the case of Oakland A, also to buy under-valued players and sell over-priced ones.

    This sounds all easy enough: step 1, collect the statistics; step 2, perform the statistical analysis and price the players; step 3: buy low and sell high. How hard can this be? Shouldn't all the teams do exactly the same and result in every player being priced properly ( so market becomes efficient)? Part of the answer is that most teams fall under the pitfall of conventional wisdom.

    Start from recruiting.  As in basketball, the professional baseball athletes can either be recruited directly from high school or from college. Different from basketball, the recruited players do not play for the team in MLB immediately. Instead, they first need to play in a series of minor leagues and most of them never made the major league.  Conventional wisdom says that high school graduates are more likely to make it into the MLB. As a result, most scouts tour the country mostly visiting high schools. Conventional wisdom also says players with a future are those who have "tools", which include the the ability to run, throw, field, hit, and hit with power.

    Statistics, on the other hand, shows that college graduates are more likely to make the MLB than high school graduates. In this case, the conventional wisdom is dead wrong. On the other conventional wisdom, players who can run, throw, and hit are of course better players. But statistics analysis shows that conditional on a player’s standard statistics (batting average, runs batted in, and so on) , being able to run faster or throw faster just doesn’t matter much more. In this sense, the conventional wisdom is misleading.

    Because of the conventional wisdom, players, particularly high school graduates who have “tools” are consistently overpriced, and those who have good play statistics but doesn’t have tools (either because of being too fact, too weak, or even because of not good looking enough) are systematically underpriced.

    Oakland  A exploited this and was often able to get good players at a bargain. They recruit a lot more college graduates than other teams. They are also willing to recruit players with good statistics but don’t necessarily possess the “tools”. The only extra price they need to pay is their players are often fatter, runs slower, pitch slower, and looks less handsome than those in other teams.

    Beyond success in recruiting, the Oakland A also knows how to price existing MLB players better than others. Their advantage comes from being able to better read the baseball statistics, or more correctly, being able to read the right kind of statistics in contrast to just standard ones. Standard statistics in baseball were developed a century ago and have two big drawbacks. First, they are developed quite arbitrarily. Some statistics are chosen simply because they are easier to measure than because they can more accurately capture the players performance.  Second, the rules of game and the equipments the players use today is quite different from those one century ago. As a result, some of the statistics, like errors on the field, were more useful in the past than today. Of course, standard statistics is also awfully incomplete in evaluating a player's performance. 

    All these are very obvious, but clubs in MLB somehow never bothered to develop better statistics. Instead, the first step toward better stats comes from a (more or less unemployed) baseball fan named Bill James, who used his own money to publish a book called 1977 baseball abstract. In the book, Bill James argued forcefully why the standard statistics aren’t good indicators of performance and offered to develop his own statistics. Although only 75 people  bought his book, Bill James was actually encouraged and continued to publish his baseball abstract annually. His persistence brought him success: a few years later the book made the NYTimes bestseller.

    Ironically, most people bought the book because they find it useful in playing “Rotisserie Baseball”, which is a video game that simulates actual baseball games. Insiders of the MLB, however, mainly treat the book with contempt and apathy. The general managers of most MLB clubs probably trust their own judgments a lot more than baseball statistics, especially statistics developed by amateurs. Billy Beane, the general manager of Oakland  A, is a rare exception. He read Bill James’s book religiously and hired a Harvard graduate who knows statistics. Using the statistics developed by Bill James, Oakland A often offered trade of players that surprise other teams. And very often, many teams soon regret the trade. In fact, the Oakland A has even dubbed many trades as “fucking A trade”, which means that the other team will feel like wanting to fuck Oakland A after the trade.

    By recruiting better players and making bargain trades, Oakland A won 91 games and their division with $26 mil in 2000, 102 games with $34 mil in 2001, and 103 games with $42 mil in 2002. In the entire MLB, only the Yankees, with a budget of about $150 mil, won as many games as the Oakland A in 2003. Wow!

    At the end of the book, Michael Lewis mentioned that the astonishing success of Oakland A was still dismissed as mere aberration by most MLB clubs. Only a few understood why Oakland A has been so efficient; and fortunately for Bostonians, one such person is John Henry, the recent owner of Boston Red Sox. John Henry offer Billy Beane a five year contract of $12.5 mil. Billy Bean backed out in the last minute, but John Henry understood the importance of using good statistics and hired Bill James as a consultant. Boston Red Sox “reversed Baby Ruth’s curse” and won the world series in 2004, the first time since 1918.

    Millions of ideas were swirling in my head after reading the book. The most immediate ones are certainly how to price a soccer or basketball players properly. Because of the complementarities (teamworks) between the players, pricing these players are certainly more difficult. But the goalies can probably be priced better, and more challengingly one might think of pricing a package of players together.

    Similar ideas can certainly be extended outside the sports field and lead to many interesting profitable opportunities. One fellow Wesleyan and MIT alum, Gary Loveman, now the CEO of the largest casino chain in the world (including Caesars and Harrah's), developed great statistics to price the slot machine and hotels in Las Vegas. By introducing a card that collect people's demographic info, different price will be quoted to different people for a hotel room in Vegas in New Year's eve (when all the hotels are always full). A 60 year old asian lady, typically a big player, will be quoted a very low hotel room price, and a graduate student who is unlikely to gamble, will be charged an exorbitant price for the room. Accroding to Loveman, the average daily revenue of a hotel room in his company has jumped from less than $150 to more than $250 one year after the pricing technique was developed.

    As an economist, I am more interested in how firms, governments, and schools can develop better statistics to select people. As an example, is it optimal for Chinese, Math, and English to be weighted equally in the college entrance exam?(Similarly for the SAT exam here). But even within the current exam system, students in some province ( like Shan Dong) need to score a lot higher than Bei Jing students to get into college. Some people think this is grossly unfair. Others believe this is justified because Bei Jing students have higher 综合素质. Which side is correct? From an economics point of view, (if we only care about efficiency), I suggest that we compare students in BeiJing who barely get into colleges from those (who barely got into colleges) in ShanDong. If we can show, say five or ten years after college, the Bei Jng group fare better, then the admission score gap is probably justified. And vice versa. Such test is clearly difficult to carry out, but is certainly worth doing.

    For anyone who reads this far, I really appreciate ur patience and tolerance for my babbling. But hopefully, you will also get excited about the book and go ahead read it. :) It would even be greater if some of you can leave a comment and suggest an application of statistics on real life problems. I would love to see those. (If there's one company I want to start, it would be using statistics for human resources or sth like that.)

    As the last example of statistics, I will tell a story about Jerry Hausman, a famous economist at MIT. Hausman, in his first class of econometrics, gave a following warning about how to run a regression. He mentioned that Chicago Bull never won an NBA title before he consulted for it. And Chicago Bull (more or less) never won a title after he stopped consulting for it. If one runs a regression of Chicago Bull on whether they have hired Hausman for consulting, then the outcome would be Hausman is single-handed responsible for the Bull's success. Of course, Hausman meant that his consulting probably played little roles. But his contribution to the team, if the story of money ball is correct, might actually be larger than what he thought it is.

     

     

    June 12

    Why wages don't fall during a recession?

    A friend of mine (probably Bei ) told me years ago that there were two "holy cross" in the western society/civilization. The first cross is the truly holy one and refers to Christiananity. The second cross consists of two curves.The one sloping downward is called demand curve; the one going upward is called supply curve.

    One can hardly exaggerate the importance of these two curves. They are indeed the core of economics. And to many economists, especially those near the Chicago area, these two curves are economics. (I believe Steven Cheung (zhang1 wu3 chang2)used to say that everything in economics (or life?) can be reduced to the "fact" that demand curve is downward sloping.)

    A downward sloping demand curve simply says that as the price of a commodity decreases, more people will buy it. And a upward sloping supply curve says that as the price of a commodity increases, more people will sell it. People (like my parents) might ask: what's more common sense than a downward sloping demand curve and an upward sloping supply curve? And why do we need people to study them? 

    Simple as it sounds, some very complicated real life problem can be analyzed through a)properly define the commodity to be studied, b)analyzie the factors that influence its demand, c) analyze the factors that influence its supply, and d) determine the resulting price and quantities of the commodity. In applying d), the crucial assumption is that the resulting price should make the demand equal the supply. In other words, the market outcome is where the two curves cross, or in the jargon of economists,  market is in equilibrium. These four steps constitute the paradigm of economic analysis.

    The power of the paradigm above lies in the range it encompasses. Commodities that can be analyzed include not only stocks, movies, or pig feets, but also education, marriage, and crime. Economists, pioneered by Gary Becker, have used the paradigm to study problems that typically belong to the field of sociology, anthropolgy, criminology, and etc. This cross made of demand and supply curves is the most powerful weapon economists wave in invading other fields.

    However, there is one crucial question within economics that the paradigm stumbles. And the question is: Why wages don't fall during a recession? The paradigm says that a) as the wage increases more people will want to work,(labor supply curve is upward sloping, at least in the relevant ranges) b) as the wage increases, firms want to hire fewer workers (labor demand curve is downward sloping).  The equilibrium employment and wage level is determined by the intersection of the two curves. In a recession, firm's productivity decreases, so at any given wage level they want to hire fewer workers. In other words, the labor demands shifts to the left in a recession, and the wage and employment levels both decrease.  

    There are two problems with the theory. First, (nominal) wages seldom fall during a recession. Second, the theory makes the reduction in employment level all sound very voluntary. People don't work because they think wage is too low (they prefer playing xbox at home than toiling in front of a machine at $16 per hour.) If people are willing to work at the prevailing wage, then they will get a job. This sounds better than reality, or even better than communism. :) 

    Religious believers of the paradigm cover their eyes and refuse to see involuntary unemployment. One leading mainstream theory in macro economics, called real business cycle, indeed says that people don't work because they value leisure more than the money from working. During a recession, the low productivity drives down the wages, so more people find leisure appealing and less choose to work. For those who suffer a long period of unemployment, I wonder how they feel if they hear the expounders of the real business cycle theory got a Nobel Prize recently for it.

    Less religious believers of the paradigm have come up various answers to the puzzle. The two major explanations for the puzzle are based on shirking and goodwill respectively. The first explanation is typically called efficiency wage theory and says that if there's no unemployment, then workers will not be afraid of being fired and will shirk.  Involuntary unemployment exists to scare the workers so that they have to put in effort. The second explanation, called the gift exchange theory, says that workers will be nice to the firm if the firm is nice to them by paying high wages.

    Both theories have their pros and cons. But they certainly didn't satisfy the curiosity of one economist. Truman Bewley, a distinguished theorist(micro economist) at Yale, very much want to know in reality why wages don't fall during a recession. As a result, he set out to interview hundreds of human resources managers, top executives, and union leaders during the 89-91 recession to understand the wage policy in real life.

    The result of Bewley's project is a book, named properly as "why wages don't fall during a recession", and contains a collection of interview questions and answers. The 500+ pages long book is organized around the determinants of wages (how does a worker's wage depend on the internal and external wage structure and so on), the effects of wages on the company (how does the wage policy and wage changes affect productivity, easiness of hiring, and turnovers) and how the policies are related to existing economic theories (do you think efficiency wage theory is relevant and so on).  

    There are several important conclusions from the book:

    1: Companies care very much about the morale of the workers. They don't lower wages in fear of lowering the morales, and thus the productivities of workers.

    2: Companies are risk averse. Liquidity (cash) matters to companies a lot more when they are tight in money.

    3: A worker's salary is not determined only by his productivity, but depends crucially on what others are paid at the firm. Within any firm, there is typically a stable  internal pay structure that are relatively protected from outside labor market.

    4: Workers don't seem to know much about the pay level in other firms. Therefore, firms are relatively unaffected by the outside labor market and have very large power in setting pay.

    5: Firms care very much about how the workers thinking about them. They want the workers the feel that the firm is one big happy caring family.

    6: Fiirms in secondary sectors, which typically hire temporary workers, behave a lot like what the economic theory prescribes.

    There conclusions reflect mostly the subjective beliefs of human resource managers and sometimes beliefs from firm owners or labor union leaders. Most of the conclusions are reasonable and intuitive. Everyone knows morale is important and people care about fairness in pay within an organization. Bewley concluded  from his interview experience in the end that: workers are sensible and reasonable, and the wage practice in the firms is in general optimal.

    It would be great for economists to write down simple models capturing the interdependence of people. Traditional economics is mostly about individuals maximizing their own utilities without caring about others. And it is exactly this feature that makes economics simple and powerful. But concerns about fairness and morality are important aspects of human behaviors and deserve to be studied and modelled more seriously. In this sense, the book serves as an useful encouragement of economic research in this direction. In fact, I become more inclined to write models on these aspects after reading the book.

    As an economist, however, I tend to skeptical about the conclusions, especially because most of conclusions come from subjective beliefs of human resource officers(HRO). My source of skeptism comes from 1) HROs do not always tell the truth, especially in areas where their interests are not perfectly aligned with the firm's; 2) the HRO's might not be perfectly rational, and their subjective beliefs are likely to be wrong. 

    For the first objection, it is sensible that human resource managers design policies that maximize their own well-being, not the firm's. for example, in choosing from laying off workers versus a pay cut, even if it is better to have a pay cut, the human resource manager might choose laying off instead, especially if they hate to see employees whining in the companies all day long.(and of course, they don't need to cut their own pay this way.)

    The point above is certainly more general and is a special case of the so-called principal/agent problem in economics. The agent (the HROs) maximize their own utility, not that of the principal's (the firms.) As a result, the overall performance is not very efficient. One important example in stock market is that fund managers might be overconcerned with their own job security and avoid taking proper risks. (This, in my opinion, might be the biggest reason why market isn't efficient). 

    My bigger objection to Bewley's conclusion is that managers aren't really rational, and there are two separate reasons for it. First, some managers are just incompetent. More than once in the interviews some managers mention that companies aren't very careful or disciplined in booms. I take this as managers become lazy or too optimistic in good times, which is probably true to most people of varying degrees. In this sense, the wage policy can hardly be optimal.

    Second, most managers design their policies according to some kind of conventional wisdom. For example, to encourage the loyalties of the workers, they might want to treat the workers as family members, and this might be done at huge cost. In doing so, instead of maximizing the net value of the company, the managers are maximizing the happiness of their employees, which is an adorable act, but hardly efficient.

    In fact, I tend to think it is exactly this kind of obediance to conventional wisdom that makes most firms mediocre. Great firms are those that understand what the right objectives are and are willing to discard the conventional wisdom. To this, I will have two reviews coming up in the next week one on a baseball team and the other on GE.

     

     

     

     

     

    May 27

    Freakonomics: a feast of funny, fasinating facts and folklores

    This book has received ravish review both from the nytimes and the economist magazine. The only problem, both review mentioned, is that the name of the book is not serious enough. I agree with the comments. I think the name sounds freakish (but jienan believes that economists are freaks anyway. :) ). But the rest of the books are truly treasures deserve careful hunting.

    The book is composed of six separate independent chapters. Each chapter more or less tells an interesting story based more on some paper that Steve Levitt, the main author of the book wrote.

    Steve Levitt, a fellow MIT phd and now a professor at University of Chicago, made his name in 2001 when he coauthored a paper with Dohohue at stanford.(This is also one chapter in the book.) Their paper propose an interesting, reasonable, but highly controversial theory to explain why the crime rate ( especially of violent crimes) has dropped in the U.S. in the 1990s.

    The typical theories of why the crime rate has dropped in the 1990s include 1: a strong economy, 2: increased police force, 3: tougher gun control , 4: innovative policing strategies (espcially in NYC under Mayor Guilliani), 5: increased reliance on prisons, 6: decrease in the crack and drug markets, and etc.

    I have to say that I find most of the explanations above quite reasonable (except possibly 3 and 4), yet it turns out that other than 5 and 6, the rest of factors have virtually no effect on the crime rates. One common theme of all these explainations is that they use sth happened recently(strong economy, more policeman and so on) to explain sth that happens recently(drop of crime rate). Levitt's theory goes back 20 years back, and his answer is: Roe vs. Wade.

    Roe vs Wade might be the single most well-known case in the U.S. history: it legalizes abortion. Without legal abortion, many women who don't want to give birth will have to deliver their children reluctantly. These children have a high risk of becoming a future criminal, particularly if the mother is black, a teenager, or have low income. With abortion, women have a choice and can abort the unwanted children. These abortions in turn cut the supplies of potential future criminals.

    Levitt and Donohue did some further checks for the validity of their story. For example, some states legalized abortion earlier than the rest of the country(Roe and Wade is a decision by the supreme court, which made abortion legal in the entire country. Before that, several states like new york and hawaii have already legalized it. Just like Massachusetts legalizes gay marriage earlier than the rest of the country(if they ever do)) It turns out the earlier was the abortion legal in a state, the earlier did the crime rate drop in that state. And the time difference in crime drops roughly equals the time difference in legalling abortion. Furthermore, the higher was the abortion rate immediately after abortion became legal in a state, the larger the drop in crime rate in that state in the 90s.

    Simple and reasonable as it is, this story is the source of huge controversies. In fact, nearly everyone hates it. The conservatives hate it because the paper seems to suggest abortion is good. The liberals hate it because the story suggests that poor and black women can be the source of future crimes. The only group I know of that likes it is economists. To us, the story has a bigger theme: sad as it is, reality often does not conform to ideologies. It is the task of economists, or social scientists in general, to discover how the society functions, not how it ought to function.

    This is but one of the six stories in the book, and in fact the rest of the book have many fascinating stories. I list below a few of them (questions and facts, no answers) and recommend everyone to read the book.

    1: how do we catch school cheating and athlete cheating?

    For promotion and pecuniary reasons, many teachers actually change the answers of their students in standarized exams. How might we catch them? In sports, can we test whether the sumo wrestlers (xiang4 pu1) are corrupted?

    In fact, i have long wanted to test whether the referees in chinese soccer leagues are corrupt! Probably I will write a paper sometime.

    2: Why do drug dealers live with their moms?

    Guess what's the salary of a typical drug dealer? Hint: it's not very high. How are the drug dealers organized? Hint: look at MacDonalds and Burger King. Why do people want to become drug dealers? And finally, how do economists get to know so much about drug dealing???

    3: Do names matter?

    Some guy in new jersey named one of his sons "winner", and another, yes!, "loser". How did these two do? In california during the 90s, eight babies are named as "harvard", 15 as yale, 18 as princeton, 3 as lawyer, 9 as judge, and two as president. It will be fun to find out how they turn out.

    Last but not least, to Pin-Xiang: Happy Birthday(one day late :)) ! BTW, Benjamin is one the most popular names from a high-end (rich well-educated) family recently and is likely to be more popular in the future.

     

    May 25

    End of Semester Resolution

    Many people have New Year Resolutions, but rumor says that few accomplish theirs. I am going to make an end of semester resolution now, and it is probably even less likely to be realized. But one resolution is better than none, and by writing it down here may actually help discipline me.

    My resolution is to read at least one book a week and document my thoughts about the book on my blog.

    In the past, I have started many books, but interests often waned after 100-200 pages or so. Since my new year resolution this year is to be more persistent, I actually have finished more than usually number of books this year. But the frequency that this happened is still way too low, so hopefully this resolution help to speed things up. To be scientific (and to satisfy my own little vanity), I list below the books I have read so far this year, and we will see how many I will have read by the end of the year.

    1: Biography of Bob Rubin. 2: Peddling Prosperity. 3: Liar's Poker. 4: One L. 5: The twenty years' crisis.