October 3rd is Jin Boyang's birthday as well as Sergei Voronov. Popular day.One possibility for the future—if Green & Parsons should ever get to the Olympics and medal, they would qualify. They compete in the same event, as partners, and they happen to share a birthday (a few years apart.) Fun fact!
Following up on your math, I believe the probability in pairs or dance is .0404 (essentially, six medalists) and the probability of happening in one of the 4 disciplines in a given Olympics is .0942.The probability of this happening is small, but not outrageously so. In a particular discipline (men's or ladies') the probabilty that at least two of three medalists share the same birthday is 1 - (365x364x363)/(365^3) = .0082 (about one chance in 161 trials). So this should happen once every 161 Olympic cycles or so (next time up, the 2666 Olympics).
Yes! But even without Liza, Shoma currently also shares his birthday with reigning Olympic medalists in a different discipline- Evgenia Tarasova (individual Pairs event) and Riku Miura (Team Event).If Elizaveta Tuktamysheva had qualified for the Olympics and gotten a medal, then Shoma Uno would have also medaled with someone who shares his birthday (though not in the same discipline)! They were both born on December 17th and this fact truly amazes me because they're both really awesome, imo.
that's the assumption that is slightly incorrect. Another factor is that statistically, the month of birth is in itself a factor in predicting a success in sports that have cut-off dates for advancement through tiers, as they favor kids born in specific months. There was a fascinating show on the science of success recently and statistics associated with success in art and sports (they had a far bigger discussion on arts though)... anyway, I think the probability of medalists born on the same day is higherand also assumes that humans in the aggregate are equally fertile on any given day of the year
So the odds for the team event are edging close to 50/50 (18 to 30 skaters on the podium, depending on substitutions).If there were 23 medalists, instead of only 3, the probability is about 50% that at least two share a birthday -- this is known as the Birthday Paradox (misnamed -- it is not a paradox, just somewhat surprising to most people).
as i said.. just a funny story.
i thought it was illegal to create multiple accountsAt one time this very forum had three moderators (out of five at that time, IIRC) with the same birthday.