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「コラッツ予想」。小学生でも中身は分かるのに、どんな天才にも解決できない超難問！
「偶数なら２で割り奇数なら３倍して１をたす。この計算を繰り返すとどんな自然数から出発しても必ずいつかは１にたどり着くはずだ」。数学者コラッツが生み出したこの予想。簡単な数遊びに見えるのに、その正しさを証明できた数学者は皆無。それどころか「この問題には手を出すな！」「現代の数学では手に負えない！」と敗北宣言までが出されている。それでも証明に挑み続ける勇敢な数学者たちがいる。その苦肉の作戦とは！
"Mathematics without laughing" in which Takahiro Ogata explains the difficult problems of mathematics seriously. The theme is "Colourt's prediction." Even elementary school students know the contents, but it is a super difficult problem that can not be solved by any genius!
“If it is even, if it is divided by two, it is divided by two, and if it is divided by two, it is three times and one is equal to one. If you repeat this calculation, no matter what natural number you start from, you will surely reach one someday.” This prediction was created by the mathematician Corratz. Although it seemed like a simple number of games, there were no mathematicians who were able to prove its correctness. “Don’t put your hands on this problem!” Modern mathematics is out of control!” until the declaration of defeat. However, there are brave mathematicians who continue to challenge the proof. That grieving operation!
