The purpose of this paper is to show that the dual notions of elements & distinctions are the basic analytical concepts needed to unpack and analyze morphisms, duality, and universal constructions in the Sets, the category of sets and functions.

David Ellerman's draft and published papers

July 11, 2020 by admin

The purpose of this paper is to show that the dual notions of elements & distinctions are the basic analytical concepts needed to unpack and analyze morphisms, duality, and universal constructions in the Sets, the category of sets and functions.

Filed Under: Math Blog, Mathematics Tagged With: canonical maps in Sets, Category theory, logical entropy, Partition logic

adjoint functors
Applications
brain functor
Category theory
cost-benefit analysis
Current events
democratic theory
Development aid
double-entry bookkeeping
Economic Theory
entrepreneurship
ESOPs
Fatal Flaws
Gian-Carlo Rota
heteromorphisms
Inalienable rights
Information theory
Intellectual history
Jane Jacobs
Keynes
labor theory of property
Legal Theory
Libertarianism
Locke
logical entropy
Math economics
Mondragon
Nozick
Partition logic
partitions
Political Economy
Political Theory
Post-socialist transition
probability theory
Quantum Mechanics
quantum mechanics over sets
Responsibility Principle
series-parallel duality
Shannon entropy
Tomasi
voucher privatization
Wall-Street capitalism
worker cooperatives
workplace democracy
World Bank

Copyright © 2023 · David Ellerman