パンサー尾形貴弘が数学の難問を大真面目に解説する「笑わない数学」。テーマは「バーチ・スウィンナートン＝ダイアー予想」。数とは何か？に迫る超難問。
現代数学の７大難問の１つ「ＢＳＤ予想」。１００万ドルの懸賞金がかけられていることでも有名だが、あまりに難しすぎて、そもそも何が問題なのかを理解することすら数学者以外には難しい。でも今回、頑張って紹介してみます！ キーワードは「有理点」と「だ円曲線」。そう聞いてチンプンカンプンでも、今回の番組を見れば、これが数学界の重要な問題である理由に感動できるかも…パンサー尾形の最高難度の証明も必見です！
"Mathematics without laughing" in which Takahiro Ogata explains the difficult problems of mathematics seriously. The theme is "Birch Swinerton-Diar conjecture." What are the numbers? A super-difficult question approaching.
One of the seven major conundrums of modern mathematics is the BSD conjecture. It is also famous for being awarded a million-dollar prize, but it is so difficult that it is so difficult for mathematicians to understand what the problem is in the first place. But this time, I will try my best to introduce you! The keywords are "Rich point" and "elliptic curve". If you listen to that, you may be impressed by why this is an important issue in the mathematics world ... The proof of the highest difficulty of Panther Ogata is also a must-see!
