Type theory and homotopy theory are two interconnected areas of mathematical logic and topology that have gained significant attention in recent research. Type theory serves as a foundation for ...

Homotopy theory and K-theory are two interconnected areas of mathematics that explore the properties of topological spaces and algebraic structures through the lens of homotopy, which is a concept ...

Urs Schreiber: Wirth and Stasheff on Homotopy Transition Cocycles (September 11 ... Urs Schreiber: n-Transport and Higher Schreier Theory (September 5, 2006) Understanding n-transport in terms of ...

However, entrepreneurs may find creating and implementing one isn’t an easy task. Henry Mintzberg, a Canadian academic and business management expert, set out to help companies address this issue by ...

The basis of social learning theory is simple: People learn by watching other people. We can learn from anyone—teachers, parents, siblings, peers, co-workers, YouTube influencers, athletes ...

Add a description, image, and links to the homotopy-continuation-methods topic page so that developers can more easily learn about it.

The primary source code repository for Macaulay2, a system for computing in commutative algebra, algebraic geometry and related fields.

Social comparison theory is the idea that individuals determine their own social and personal worth based on how they stack up against others. The theory was developed in 1954 by psychologist Leon ...

In this post and the next, I want to try out a new idea and see where it leads. It goes back to where magnitude began, which was the desire to unify elementary counting formulas like the ...

Mathematics is the universal language of science while computer science is the study of the hardware and algorithms that are used in modern computer systems. Since many of the early pioneers of ...