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William Lawvere
Creating New Concepts in Mathematics: Freedom and Limitations. the Case of Category Theory
Ralph Martin Kaufmann Publications 1. Kaufmann, Ralph
An Interview with F. William Lawvere
GRASSMANN's DIALECTICS and CATEGORY THEORY in Several
CONCEPTUAL MATHEMATICS, a Review by Scott W. Williams
Toposes of Laws of Motion
Colin S. Mclarty Truman P. Handy Professor of Intellectual Philosophy, and of Mathematics Case Western Reserve University
Categories of Space and of Quantity
Categorical Semantics for Dynamically Typed Languages, Notes for History of Programming Languages, 2017
Axiomatic Set Theory Proceedings of Symposia in Pure Mathematics
Decomposition Spaces, Incidence Algebras and M\" Obius Inversion II
Conceptual Mathematics, 2Nd Edition a First Introduction to Categories
Functorial Semantics of Algebraic Theories
Philosophia Scientiæ, 16-1 | 2012, “From Practice to Results in Logic and Mathematics” [Online], Online Since 01 April 2012, Connection on 15 January 2021
The Algebraic Interpretation of Quantifiers
The World of Mathematics Has Lost a Towering Figure
An Introduction to Topos Theory
Pdf Attachments for Those Receiving the Newsletter Via Email)
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An Elementary Theory of the Category of Sets (Long Version) with Commentary
More on Graphic Toposes Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 32, No 1 (1991), P
FOUNDATIONS and PHILOSOPHY Philosophers Investigate Notions
Bibliography
The History of Categorical Logic 1963–1977
February 1980 Table of Contents
An Interview with F. William Lawvere - Part Two
All Bulletin
TIGHTLY BOUNDED COMPLETIONS Introduction
Toward the Description in a Smooth Topos of the Dynamically Possible
Category Theory and the Foundations of Mathematics
PDF Generated By
§1. Introduction. in 1969, F. William Lawvere Wrote a Paper [11] In
An Elementary Theory of the Category of Sets (Long Version) with Commentary
Synthetic Philosophy of Contemporary Mathematics
Left and Right Adjoint Operations on Spaces and Data Types
An Interview with F. William Lawvere - Part One
Axiomatic Method and Category Theory
Volterra's Functionals and Covariant Cohesion
Notices of the American Mathematical Society
A Guided Tour in the Topos of Graphs
An Elementary Theory of the Category of Sets* by F
Lecture Notes in Mathematics a Collection of Informal Reports and Seminars Edited by A
Every Elementary Higher Topos Has a Natural Number Object
Taking Categories Seriously
What Is Applied Category Theory? 2
Axiomatic Methods: Lawvere's Mathematical Interpretation of Hegel's Logic