Monday, November 17, 2014

IWF World Championships 2014



For some time I was wondering what my next in-depth project would be and then I saw the news today that Giancarlo Stanton and the Miami Marlins agreed to a 13 year, $325 million dollar contract.  To be brutally honest, I could not believe the headline.  Yes, I know that many people say that but I’m not one of those people.  When I heard a few days ago that in negotiations, the $300 million figure was being thrown around, I never thought it would actually go anywhere.  Even if I accept the premise of a $25 million annual salary (which I thought he would eventually get), I never thought it would be for even 10 years.  Alas, I have a bunch of number crunching to do before I write more about MLB roster construction.

What just finished, however, were the 2014 IWF World Weightlifting Championships in Kazakhstan with the last weight classes lifting early Sunday morning (Colorado time).  I didn’t watch all of the weight classes but I did watch three in particular and then watched bits and pieces of the others.  The ones I watched?  Heavyweight men’s and super heavyweight men’s and women’s.  What can I say?  I really like watching a steel barbell bend and it just doesn’t do that at lighter weights.

It was a thrill to watch and there were quite a few world records broken but I’m going to highlight the classes that I watched, which included two of the more amazing sequences I can imagine at a weightlifting meet.

MEN’S 105 KG CLASS

One step below my weight class had one of the most phenomenal sequences I’ve ever seen.  It was a star-studded affair even without one of the biggest names in the class, Andrey Aramnov (who I heard was out with a minor injury), who set three world records (snatch, clean & jerk, and total) at the 2008 Olympics in Beijing.  There was Ruslan Nurudinov of Uzbekistan, the 22 year old 4th place finisher in London, David Bedzhanyan of Russia, who broke Aramnov’s world record in the clean & jerk, and Ilya Ilyin of Kazakhstan, a previous world record holder in the 85 kg class and a current world record holder in the 94 kg class.

For those of you who are not familiar with the format of weightlifting competitions, it goes in order of ascending weight and ascending lift number.  In other words, if both you and I are slated for a clean & jerk weight of 200 kg but you have lifted once and I’ve lifted twice, you will lift before me.  You are allowed to change your weight before attempting a lift a handful of times and this is where gamesmanship often comes in.  If it is your turn to lift but you’d like more time or you want to put pressure on someone else you’re competing with, you can change your weight to 201 kg.  Because I now have the lighter weight, it is my turn to lift.  I can repay the favor by changing my weight to 201 kg and back and forth it can go until one of us either runs out of allotted changes for that lift or just goes out and makes an attempt.

This is exactly what happened between Ilyin, Nurudinov, and Bedzhanyan.  They were the only three lifters with clean & jerk weights over 230 kg by a wide margin (4th place finished at 222 kg and was done lifting when the top three men had only made one of their nine combined attempts).  While watching a broadcast with Chinese commentating, I was able to hear the loudspeaker in the arena in English and several times in rapid succession, a lifter and a weight would be announced and then almost immediately changed.

Ilya Ilyin was the first to attempt a world record lift with his second attempt at 239 kg.  After missing it, Nurudinov followed it up with a successful attempt at the same weight, breaking Bedzhanyan’s world record and giving him a sizable 9 kg advantage over Ilyin for first place in the class.

His record lasted less than two minutes.  David Bedzhanyan took back his record by cleaning and jerking 240 kg, putting him in second place ahead of Ilyin but behind Nurudinov.

His record lasted just about as long:



Not only did Ilya Ilyin’s 242 kg clean & jerk break yet another world record, it also moved him into a tie with Nurudinov.  Since he weighed in slightly (0.43 kg) less, Ilyin claimed the title.  Often times, a single lifter will be ahead of the pack chasing a world record on their own.  Seldom is a record broken only to have it broken again on each of the next two lifts.

AN ODE TO ILYA ILYIN

The Kazakh lifter has carved out what will go down as one of the greatest careers in weightlifting history.  He set world records and won a world championship in the 85 kilogram class.  He then moved up a weight class (to 94 kg), won two world championships, won two Olympic gold medals, and set a world record in the clean and jerk.  When I did not see his name in the starting list in the 94 kg class, I assumed that he had either withdrawn from the competition or had weighed in too heavy and was bumped up to the 105 kg class.  I was wrong on both counts.  Despite standing only 5’9”, he bulked up to 104.35 kg, just below the threshold for the weight class and, just as he had done at the lower weight classes, he won a championship and set a world record in the clean & jerk.

This could potentially set up a world championship meet in 2015 featuring four men who have all held the clean & jerk record for the weight class at some point.  Considering that three of the four will be 27 and Nurudinov will be 24 that has the potential to be a truly epic weight class.

TATIANA, THE RUSSIAN TITANESS

Of the 15 combined weight classes, the majority were very close affairs.  11 of the 15 were won by 5 kg or less and three of them had to come down to body weight since they were tied.  On the other end of the spectrum was Tatiana Kashirina of Russia.

Her first snatch attempt was 5 kg above the best mark from any other lifter.

Her second snatch attempt set a new world record.

Her third snatch attempt broke that record.



Her first clean & jerk set a new world record total.

Her second clean & jerk set a world record in the individual lift and broke her own total world record.



She retired rather than take her last attempt with three world records (and an additional two records that she eclipsed with later lifts), a world championship, a 28 kg margin of victory, and the largest jump in the world record total (14 kg, from 334 to 348) in any weight class, men’s or women’s, since the classes were redefined in 1998.

Not bad work for just five lifts…

THE SUPER HEAVYWEIGHTS

Last but not least (quite the opposite in terms of body weight) was the men’s 105+ kg class.  It may not be the deepest class out there but the top three lifters are all in their mid-20’s and appear poised to challenge the standing world records.

Perhaps the most promising is Aleksei Lovchev of Russia.  Just 25 years old, he won the clean & jerk portion of the competition by completing 257 kg, five better than second place.  Unfortunately, he failed in all three of his snatch attempts and did not qualify for the overall title.  He made headlines a while ago when he completed a 220 kg snatch from high blocks in training (6 kg better than the current world record).



Considering that he also completed a 212-256-468 (snatch-clean & jerk-total) in competition earlier this year, he is certainly one of the top lifters amongst the super heavys.

The youngest of the three is Iranian Behdad Salimi who holds the world record in the snatch at present.  While he did fail in three of his attempts (including one that would have won the snatch and another that would have tied for the top spot in the clean & jerk), he still posted the second best total and had he been successful in his final attempt, he would have taken home the gold.

Which brings us to Russian Ruslan Albegov, bronze medalist from the London Olympics.  He hit lifts of 210 kg in the snatch and 252 in the clean & jerk for a total of 462 which was 14 kg better than his performance in London.  With these three all still very young, future competitions should be spectacular.

NEXT YEAR…

Unfortunately, the next world championships are a year away.  However, they will be in the United States!  They are scheduled for November 20-29 in Houston and you can bet that I will do all I can to attend.

I do believe that that is enough of me rambling.  If you’re interested in watching any of the groups from this year’s championships or the London Olympics, for that matter, they are all on YouTube.  However, the videos that I watched from this year’s competition were not in English (Chinese and Russian actually) but for me personally, I don’t really need commentary to enjoy the lifting.

Until next time…

Monday, November 10, 2014

It's All About the Economy, Stupid





That sentiment, coined by James Carville for Bill Clinton’s successful 1992 presidential campaign, is just as true today as it was then and likely has always been.  Go figure, people care about the economy because it affects our everyday lives.  From filling our gas tanks to putting food on our table to receiving a paycheck from our jobs, nearly every aspect of our daily lives are affected in one way or another by the state of the economy.

Having said that, the effect the economy has is nebulous and somewhat rarely are we actually able to see the smoking gun.  The perfect example of said “smoking gun” are oil and gas prices.  Given the reserves that we have within our borders as well as some of the governments we have to deal with to obtain crude oil as well as its crucial role in our economy, the price of crude oil is very commonly reported and often politicized.

A more difficult effect to wrap your mind around is the salary you earn at your job.  If you earned $50,000 last year and $51,000 this year, it’s very simple to conclude that your salary went up 2% and that despite issues elsewhere in the economy, you are doing pretty well.  Well, let’s say that we are in the midst of mild inflation and the Consumer Price Index (CPI) rises from 220 to 230.  That would mean that, adjusting for inflation, your income fell from $50,000 to $48,782.61, a drop of 2.4%.

Often times, when looking at the economy, it’s easy to get sucked in by the allure of numbers that have no context.  If our government has a $1.4 trillion dollar deficit and a presidential candidate says that he will reduce the deficit by $1 trillion, the obvious assumption is that if elected, that candidate will reduce the deficit from $1.4 trillion to $400 billion (which, by the way, would likely qualify as a miracle).  However, what if that reduction is spread out over 10 years?  Now, all else being equal, that candidate has pledged to put us on a track where the deficit will be $1.3 trillion for the next ten years instead of $1.4 trillion.  While saving a trillion dollars (especially when a government frequently runs deficits) is a very good thing, the context is critical, especially when listening to politicians talk about the economy.

Which brings us to the crux of this particular project; which party is better for the economy?  Is there a relationship between which party controls the three major parts of our government (for this discussion, the House of Representatives, the Senate, and the Presidency) and how well the economy does over that time period?

HYPOTHESIS

Since this is my first quasi-research project, I’ll make a hypothesis; there will be a relationship, it won’t be what you expect, and I don’t believe it will end up being all that significant (although I do predict it will be statistically significant) because of the litany of asterisks that will be required.

ECONOMIC THEORY

In principle, the economy of the United States is a free market capitalist model.  Two main things promote efficiency in free markets; number of firms/buyers and their ability to get to the market.  Anything that reduces the number of buyers or sellers in a market (below a certain point) and anything that hinder the two of them meeting in the marketplace has the potential to reduce the efficiency of the market.

Historically speaking, the single largest hindrance to American economic efficiency is… the American government.  Just about the only thing that the government does to increase economic efficiency is levying taxes (or some other instrument) to account for negative externalities, or negative side effects of a process that are not accounted for in the price of a good.  The perfect example of a negative externality is pollution; it’s a byproduct of the production of a good but because the good is distributed to people not affected by the pollution that does not come into the price of the good.  The government can step in and correct this imbalance.

However, many other things the government does (such as other taxes) lower economic efficiency and this makes far more sense when we consider that that is not their goal.  You could easily argue that given our current distribution of government funds and redistribution of wealth, our nation is more concerned with social equality than economic efficiency.  Whether that is right or wrong is a discussion for another time.

This is where party identification comes into it; Republicans typically favor smaller governments that spend less and interfere in the markets less.  All of these (in a vacuum) promote economic efficiency.  Therefore, logic would dictate that during congressional sessions where Republicans have more power than Democrats, the economy should perform better.

THE DATA

The next question that comes up is how do we measure the performance of the economy?  Without that, we can’t even begin to determine whether or not a party’s position in congress has anything to do with a successful economy or not.  There are two main measures that have been used (right or wrong) as measures of the health of our economy that have data available for several decades; GDP and the Dow Jones Industrial Average.

GDP is one of the solid go-to’s when it comes to economic analysis.  Logic dictates that when it comes to an economy, the more you’re producing and the more you’re consuming, the healthier the economy is.  Intuitively, this makes sense.  On a micro scale, if you have less money, you buy less and if you have more money, you buy more.  The more financially healthy you are, the more you consume (for the average consumer).  The same logic applies here, only we’re applying it to a country instead of to your wallet.


 
A lot is going on in this chart so allow me to explain it.  The blue line is GDP (in billions of dollars).  The red line is GDP that has been adjusted for inflation using the Consumer Price Index (CPI).  The green line is one that I will be using in my regression that comes up later; real GDP per capita.  One of the issues when using GDP to gauge the production of an economy over time is that population is a very important factor.  If a country has 100 people and 200 units of output (GDP) and then ten years later has 500 people and 300 units of output, can we say that the economy has done well?  The GDP per capita has gone from 2.0 to 0.6, a huge reduction in the standard of living for that country (unless there has been serious deflation issues with their currency… either way, it doesn’t look good).

The early results, just by looking at this graph is that the United States has done exceedingly well in the 20th and 21st centuries.  In 1929 the GDP was $104.6 billion and after adjusting for inflation and normalizing by the population, that figure was $9.75.  Over the course of the past 85 years, those figures have jumped to $17.5 trillion and $51.50, respectively.

The other measure I mentioned was the Dow Jones Industrial Average (DJIA).  This is very tricky because of the way people have begun to use the stock market to get rich instead of looking at it as a vehicle for long-term investments.  Nevertheless, I believe it warrants inclusion because of a self-fulfilling prophecy.  If the stock market goes up, people believe the economy is doing better.  This will cause them to go out and consume more goods and services which will make the economy better.  Mass psychology plays a huge role in the stock market but then again, when our consumers are real people and not data points in a program, mass psychology has a role to play in the economy at large as well.



Again, adjusting for inflation seemed like such a good idea that I did it again here.  My first instinct, when I look at this chart, is from the 1920’s through about 1990, I feel like the stock market was used as a long-term vessel for investment.  There were some shocks (obviously, that time range includes the Great Depression) but for the most part, the ups and downs could likely be explained by the business cycle and the economic picture of the time.  That is simply not the case anymore.  With the proliferation of computers and this whole internet thing, it has become easier and easier for average people to put their money into the stock market and execute their own transactions.  This opening of the markets to the masses has partially led to the huge swings that can be seen in the 2000’s and 2010’s.  Along with their being more money in the market, the average know-how of a person executing these trades has gone down.  The experts have been diluted by the average people looking to get rich on their own.

Thankfully, as can be seen from these graphs, data is available for GDP, the DJIA, and the CPI from 1928 to 2014.  I have to be honest, when I think about the amount of data that is available to anyone and everyone, I kinda geek out a little bit… but that’s just me.  Anyways…

CONGRESS

The next step in this analysis was straightforward.  I’ve already identified my economic indicators and gotten them into exceedingly usable forms.  Next, I have to line up some more independent variables; the makeup of Congress.

Thankfully, this is actually an even easier task given that we have records of just about every Congress that has ever served.  I readily found data going back to the mid-1800’s and personally, I always like it when I find more data than I need.

From 1927 to 1929 (the 70th Congress), there were 96 senators and 435 representatives.  This was very close to our current makeup but to account for minor fluctuations in the size of Congress over the past eight or nine decades, I decided to simply take the percentage of total members that were either Democrats or Republicans.  For instance, in the 77th Congress (1941-1943), there were 66 Democrats and 28 Republicans in the Senate and 267 Democrats and 162 Republicans in the House.  These figures became 68.8% Democrats in the Senate and 61.4% in the House and then 29.2% and 37.2%, respectively, for the Republicans.  Those two years, there were a total of 8 members (2 senators and 8 representatives) from other parties but I don’t take them into account given their tiny minority.

From there, I simply created a number of dummy variables to describe who controlled which aspects of the government, including whether or not a single party controlled both houses of Congress, whether or not a single party held all three (House, Senate, and White House), and still another to signify whether or not Congress was divided.  Interestingly enough, out of the 44 Congressional sessions in the sample, there have only been 6 instances of a divided Congress.

During Reagan’s first six years in office, he dealt with a Democratic House and a Republican Senate.  In George W. Bush’s last two years in office, he had a Democratic House and a split Senate.  However, Republicans and Democrats had 49 seats a piece so even with a Republican vice-president (who would be the deciding vote in the event of a tie), I couldn’t give either party the edge in that case.  Lastly, in the past two Congresses, President Obama has had a Republican House and a Democratic Senate.  In other words, in all six instances of a divided Congress, the Senate and the White House shared a party.  There is your interesting tidbit for today.

Lastly, I included dummy variables for several key features of economic history that occurred in the past eighty years.  For instance, I included a dummy variable to indicate when Congress serves in a time of open war.  Rather than getting too bogged down in what should be defined as a war, I accounted for the major conflicts that happened during the time frame; World War II, the Korean War, and the Vietnam War.  I also included a dummy variable to indicate the periods of time encompassed by the Great Depression and the Great Recession.  Lastly, I included another variable for the 107th Congress, which served from 2001 to 2003.  This was to account for both the dot com bust as well as the 9/11 attacks, both of which had serious repercussions on the economy.

The purpose of these dummy variables is simple; they attempt to account for something in the model that other variables do not account for.  In other words, by including a variable that indicates the nation was going through the Great Depression, I’m attempting to determine if the poor economic performance was due to the makeup of Congress or due to the Great Depression.

RESULTS

The largest problem with this analysis was simply a matter of sample size.  There were 43 Congresses in my data set and while 86 years (technically 85 years; my data does not go through the end of the current congressional session, perhaps because it has not yet ended) might feel like plenty of time to draw statistically significant conclusions, at this level of analysis, that is not the case.

Below are the output statistics from an OLS regression in Gretl.

Model 3: OLS, using observations 1-43


Dependent variable: GDP_Capita___Ch


Heteroskedasticity-robust standard errors, variant HC1


Omitted due to exact collinearity: Rep_Pres Div_Con_








Coefficient
Std. Error
t-ratio
p-value
Constant Term
90.7396
337.831
0.2686
0.7901
Democratic % (House)
0.839877
3.5372
0.2374
0.8139
Republican % (House)
0.478972
3.61369
0.1325
0.8954
Democratic % (Senate)
-1.48576
1.43847
-1.033
0.3099
Republican % (Senate)
-1.59213
1.61083
-0.9884
0.3309
Democratic President
-1.16063
8.48723
-0.1367
0.8921
Democratic Congress
-6.16873
4.80762
-1.283
0.2093
Democratic Government
2.71519
9.96121
0.2726
0.787
Republican Congress
4.77725
4.92264
0.9705
0.3396
Republican Government
-6.32027
9.30869
-0.679
0.5024
Depression or Recession
-15.1617
4.44234
-3.413
0.0019
War
7.27271
4.45552
1.632
0.1131
Other
0.774011
2.95253
0.2622
0.795





Mean dependent var
4.33168
S.D. dependent var
9.049915

Sum squared resid
1704.174
S.E. of regression
7.536962

R-squared
0.504578
Adjusted R-squared
0.306409

F(12, 30)
33.53435
P-value(F)
4.60E-14

Log-likelihood
-140.1265
Akaike criterion
306.253

Schwarz criterion
329.1486
Hannan-Quinn
314.6962






Excluding the constant, p-value was highest for variable 4 (House_Rep)

This model says volumes about the matter in question while simultaneously saying relatively little.  The key figures to look at are the p-values in the right hand column and this is a situation where lower is better.  In fact, to the majority of statisticians, a correlation isn’t statistically significant unless the p-value is less than 0.1.  By that standard, the only variable in the regression that is statistically significant is the one indicating the presence of a recession or depression.

From this model, it would appear that the makeup of Congress is not an indicator of economic success or failure, according to the changes in GDP per capita.  A model substituting the performance of the DJIA as the dependent variable yielded similarly poor results.

So what are we to make of these results?

My take is that the economy is complicated and is affected by an unbelievable variety of factors, just one of which is the makeup of Congress and the laws they enact.  To that end, you can also notice in the table above that the adjusted r^2 value for this regression is 0.306.  That means that just over 30% of the variability in the dependent variable (change in real GDP per capita) was due to the variability in all of the other variables.  In other words, after crunching these numbers and finding this data, I was able to explain just 30% of what’s going on.

As a professor of mine would say, don’t get too caught up in that pesky r^2 value; it’s not the be all and end all.  If we tried to create a model that entirely explained the changes in real GDP per capita for the past 86 years, it would require a supercomputer to execute… my poor little laptop would just not be up to the task.  The more important thing to look at is whether or not any of the independent variables were statistically significant; that is where the real meaning of this regression analysis comes into play.  Unfortunately, none of the variables that I wanted to be significant were; I am forced to reject my hypothesis.

REFLECTIONS

Then again, I’m hardly surprised by this result.  Our economy is enormous and even with the government spending truly obscene amounts of money during the past 4-6 years, government spending still only accounts for 20-25% of the size of our economy.  Even though they have enormous power to enact laws that directly affect the economy, it appears (at least from this analysis) that they are far more bystanders than they and the media would have us believe.

After all, was it Hoover’s fault that the DJIA dropped 43.5% from 1929 to 1931 and then another 55.3% from 1931 to 1933?  He was faced with one of the worst economic crises the modern world has ever seen and he was doing exactly what classical economics said that he should.

Was it the fault of George W. Bush in particular and Republicans in general that the dot com bubble burst after he took office and then the 9/11 attacks rocked the country?  Is it the fault of either party that the banking industry started the largest economic downturn since the Great Depression?  From the little reading I’ve done, that particular crisis can be attributed to both parties over the course of fifteen or twenty years of deregulation of the banking industry.

Just because a president was in office during good or bad economic times does not mean that they caused those good or bad times.  Presidents get far too much credit when the economy is booming (Bill Clinton, for instance) and far too much blame when the economy is stagnant (George W. Bush).  Statistically speaking, the same can be said for the occupants of Congress.
Essentially, at the end of the day, the picture on the right is flat out wrong.