The graph below shows the total number of publications each year in Mathematical Logic, Set Theory, Lattices and Universal Algebra. References [1] The Axiomatic Approach to Non-Classical Model Theory.

Paul Joseph Cohen, a leading mathematician known for his work on set theory, has died. He was 72. The recipient of several of the world’s leading math awards, Cohen died March 23 at Stanford ...

The aim of the course is to familiarize students of philosophy with the essentials of naive set theory and formal logic. From set theory, the course covers (i) what is needed for use in formal ...

The book carries us from field to field, from set theory and the logical foundations of mathematics at the beginning of his career, through the quantum revolution in physics and the computing ...

The team used a model that was trained on internet data and then fine-tuned on a large math-rich data set, using, for instance, an online archive of math and science papers.

foundations of mathematics infinity logic mathematics Ramsey theory set theory All topics With a surprising new proof, two young mathematicians have found a bridge across the finite-infinite divide, ...

Formalism, as set out by those math-saving logical positivists, and others, is where mathematics focuses on axioms — basic assumptions accepted as true, about which you can make inferences using ...

Students taking this course should already have taken a year-long introductory course in logic in a Philosophy Department, or a mathematical course that covers the basics of set theory and logic. If ...