Web28 de mar. de 2024 · Fawn Nguyen. Credit: Fawn Nguyen. Ms. Nguyen chose the Pythagorean theorem as her favorite theorem. It’s one of the most famous theorems, … Web96. I am interested in theorems with unexpected conclusions. I don't mean an unintuitive result (like the existence of a space-filling curve), but rather a result whose conclusion seems disconnected from the hypotheses. My favorite is the following. Let f ( n) be the number of ways to write the nonnegative integer n as a sum of powers of 2, if ...
Some of my favourite problems in various branches of combinatorics
Web29 de mar. de 2012 · The Ramsey theorem is one of the deepest theorems in the world. It underlies a large part of Tao's hard analysis ideas, and I've recently heard that most … Web15 de set. de 2009 · Everyone who has studied geometry can recall, well after the high school years, some aspect of the Pythagorean Theorem. However, the story of Pythagoras and his famous theorem is not well known. Some of the plot points of the story are presented in this article. The famous theorem goes by several names, some grounded in … raw for pc
Ken Ribet
Web11 de ago. de 2024 · Add a comment. 29. The Riemann hypothesis for curves over finite fields has a number of distinct proofs. Weil gave two proofs, one based on the Jacobian and one based on intersection theory on the product C × C. Deligne's proof of the Weil conjectures also implies the theorem, and is independent of Weil's proofs. Web22 de fev. de 2024 · In my topic, I had a lot of papers to read and my main result relies also heavily on some theorems from especially one paper. In the common literature there are some standard theorems for which the proofs are usually omitted bescause it is common knowledge or radically shortened as in "an easy application of the KKT theorem" and the … WebMy most striking contribution to geometry is, no doubt, my problem on the number of distinct distances. This can be found in many of my papers on combinatorial and geometric … simple dimple pop song slowed