Sunday, October 9, 2016

Currently the most important webpage on the Internet


http://www.nytimes.com/interactive/2016/upshot/presidential-polls-forecast.html


As of today:

Hillary Clinton has an 83% chance of winning the presidency.
Last updated Sunday, October 9 at 10:11 AM ET

CHANCE OF WINNING

83%

Hillary Clinton

17%

Donald J. Trump

    Tintin et le sport

    Après l'overdose de compétitions sportives internationales de cet été (et tous les effets externes négatifs générés, outre le nationalisme et le chauvinisme), quelle fraîcheur de relire le Journal de Tintin de ... 1943:


    On dit du sport beaucoup trop de bien et beaucoup trop de mal. On oublie trop souvent qu’il doit être un délassement pour l’esprit en même temps qu’un soin légitime donné au corps, au même titre qu’un bon bain...
    La compétition sportive est le propre d’une infime minorité. Les champions ne sont pas des exemples que nous devrions imiter, mais bien des sortes d’agents de publicité du sport dans lequel ils sont spécialisés. Il y a des millions de gens qui pratiquent la bicyclette et il n’y a que quelques douzaines de spécialistes qui sont capables de disputer le Tour de France.
    Journal Tintin, 19 Décembre 1946, Tintin sports N°13
    PS: Quel plaisir que ces 45 kms de VTT en compagnie de mon club ce matin, même si ces mes jambes ont peiné à encaisser les 580 mètres de dénivelé...

    Tuesday, October 4, 2016

    Knowledge and clarity

    Seen on a door at the Redpath museum (McGill University, Montreal):



    By the way, if you happen to be in Montreal, do go and visit this wonderful museum. It is mostly a Natural History museum, and has reminded me of the Yale Peabody museum. The building alone is worth visiting, not to mention its collections:




    Saturday, October 1, 2016

    Death rates for middle-aged white (wo)men in the US

    From Andrew Gelman (this year's guest speaker at 3rd IAST-TSE conference in political economy/political science):

    In a much-discussed recent paper, economists Anne Case and Angus Deaton reported “a marked increase in the all-cause mortality of middle-aged white non-Hispanic men and women in the United States between 1999 and 2013. This change reversed decades of progress in mortality and was unique to the United States; no other rich country saw a similar turnaround.”


    Gelman then shows that:

    (i) part of this effect is due to a composition effect: the 45 to 54 year-old in the US have become on average 5 months older between 1999 and 2013, which explains part of the increase in mortality among this group in between the two dates;

    (ii) that the mortality within this group has increased between 1998 and 2005, but has remained roughly constant since;

    (iii) most importantly, that it is mainly the mortality of women that has increased, and not that of men!



    His conclusions:

    First, post-publication review is a wonderful thing. A blog commenter alerted me to the possibility of age-aggregation bias, Angus Deaton pointed me to the relevant CDC website, and I was able to dive into the data, perform some calculations, and make some graphs. The classical peer-review system is painfully inefficient: Once an article appears in a journal, I could submit a letter of correction, that letter would have to go through a review process and would be severely limited in length, then the original authors could reply, and so on. All at the speed of the U.S. mail circa 1775. Real-time feedback gets us there much faster.
    Second, when studying a time series, graph the whole thing, don’t just compare the beginning to the end. A simple comparison of 1999 to 2013 shows an increase in death rates at most ages. But the time series shows an increase since 2005 and then stasis—a much different picture.
    Third, break up the data. That post-2005 stasis turned out to mask an increase for women and a simultaneous decrease in death rates for men.
    Fourth, spot a potential bias, then estimate its size. The “pig in a python” image of the baby boom moving through the age distribution suggested that raw death rates in 10-year age bins might be biased. But by how much? To see, I first made an order-of-magnitude calculation and then followed Deaton’s suggestion and went to the raw data.
    Finally, science progresses by continual revision. Case and Deaton made a mistake by not adjusting their numbers for changes in age distribution—but had their paper never been published, we never would’ve been having this discussion. Meanwhile, their main finding holds up and is clearly worth further exploration, and researchers can also look into the diverging patterns since 2005 for men and women. While this is happening, I’m pretty sure some people will find major problems in my analysis. That’s how it goes, two steps forward and, if we’re lucky, only one step back.