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kreil submitted a new PF Insights post
The Millennium Prize Problems: Part I
Continue reading the Original PF Insights Post.
The Millennium Prize Problems: Part I
Continue reading the Original PF Insights Post.
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Greg Bernhardt said:PF can we solve these problems!? :)
Someone else had tried Problem 5, Yang-Mills Theory Existence and the Mass Gap. I spent a lot of time reviewing his papers (see also here). Unfortunately, the (in contrast to my previous post serious) result of my investigations was that the papers didn't satisfy the standards required by the official problem description.A. Neumaier said:I had tried my hands on problem 2, P=NP?.
Thank you @micromass, I updated the article accordingly.micromass said:It is FAR from true that only one of Hilberts problems remain unsolved...
The Millennium Prize Problems are seven unsolved mathematical problems that were identified by the Clay Mathematics Institute in 2000. These problems were chosen for their significance, difficulty, and impact on mathematics and the world.
The Millennium Prize Problems were created by the Clay Mathematics Institute, a non-profit organization based in the United States. The institute was founded in 1998 by businessman Landon T. Clay with the aim of increasing interest and research in mathematics.
Each Millennium Prize Problem has a prize of one million dollars. However, the prize can only be awarded to the first person who solves the problem and provides a complete, peer-reviewed proof.
As of 2021, only one of the seven Millennium Prize Problems has been solved - the Poincaré Conjecture. It was solved by Russian mathematician Grigori Perelman in 2002 and 2003, but he declined the prize money and the Clay Mathematics Institute did not award the prize to anyone else.
The Millennium Prize Problems are significant because they represent some of the most challenging and important mathematical problems of our time. Solving these problems could have a significant impact on various fields, such as computer science, physics, and cryptography. Additionally, the prize money serves as an incentive for mathematicians to work on these problems and make breakthroughs in mathematics.