Posina Venkata Rayudu’s Reviews > Conceptual Mathematics: A First Introduction to Categories > Status Update

I want to understand: form a cohesive body of thought by putting together those pieces of my knowledge that fit together.

If S, d, c is a given bipointed object in a category, then for each object X of the category, the graph of 'X fields' on S is a reflexive graph, and for each morphism f: X –> Y, the induced maps on sets constitute a morphism of reflexive graphs.
http://namingthegiven.wordpress.com/2...

If x is connected to y and y is connected to z, then x is connected to z.

http://conceptualmathematics.wordpres...

On forgetting and imagining

http://conceptualmathematics.wordpres...

Conscious Experience is / is not determined by Neural Coding

http://conceptualmathematics.wordpres...

Monoid
http://conceptualmathematics.wordpres...

The Connected Components Functor
http://conceptualmathematics.wordpres...

If you look at the distributive law

A x (B + C) = (A x B) + (A x C)

and see rectangles, what, then, is wrong with looking at

A + (B x C) = (A + B) x (A + C)

and asking for a corresponding image–may be not rectangles flashing area, may be one of those impossible visions (of climbing Penrose staircase)...

http://conceptualmathematics.wordpres...

An ancient principle of mathematics holds that a figure is the locus of a varying element. The varying element, as a single thing, is a single figure or element itself.
http://conceptualmathematics.wordpres...

How Russell made paradox out of Cantor's theorem?
http://conceptualmathematics.wordpres...