Pointfree topology | Math Research of Victor Porton

Generalized Fréchet filters

Just a few minutes ago I conceived a definition of generalized Fréchet filters with definition for every poset on which

I’ve introduced another version of cross-composition of funcoids. This forms a category with star-morphisms. It is conjectured that this category

A mathematician named Todd Trimble has helped me to prove that the set of funcoids between two given sets (and

I’ve proved the following conjecture: Theorem Let be a staroid such that is an atomic lattice for each . We

While walking home from McDonalds I conceived the following idea how we can generalize reloids and funcoids. Let be a

When my book was already sent to a publisher, I decided to rewrite it. Here is my rewriting plan (what

I have corrected some errors in my book related to my definition of multifuncoids. The definition of multifuncoid was wrong

After checking for errors I added (as a new chapter) materials of the article Identity staroids into my research monograph.

I’ve mostly finished writing the article Identity Staroids which considers -ary identity staroids (with possibly infinite ), which generalize -ary

I have rewritten my draft article Products in dagger categories with complete ordered Mor-sets. Now I denote the product of