With Category Theory, Mathematics Escapes From Equality. By Kevin Hartnett. October 10, 2019. Two monumental works have led many mathematicians to avoid the equal sign. ... Secret Link Uncovered ...

Where math is an abstraction of the real world, category theory is an abstraction of mathematics: It describes the architectural structure of any mathematical field, independent of the specific ...

Category theory provides a structural framework for mathematics and is on its way to becoming a language for consciousness for the entire universe. As the Stanford Encyclopedia of Philosophy ...

Cheng’s books lift readers to the rarefied heights of mathematical abstraction by teaching them category theory, which she believes is the most foundational kind of math. Category theory may ...

Category theory is a branch of mathematics that explains how distinct mathematical objects can be considered “the same.” Its fundamental theorem tells us that any mathematical object, ...

We supervise projects and dissertations in a variety of areas of pure mathematics and beyond. These include (but are not limited to): noncommutative algebra, representation theory, algebraic geometry, ...

applied math artificial intelligence category theory mathematics natural language processing Q&A All topics Growing up, Tai-Danae Bradley had no love for math. In 2008, she entered the City College of ...

By developing foundational theories, pure mathematicians reveal deep interconnections between disparate areas of mathematics, advancing our understanding of concepts such as number theory, group ...