activity
19982025
most citedA Universal Approach to Self-Referential Paradoxes, Incompleteness and Fixed Points

90 citations · 152 across the 14 of their papers we have counts for

collaborators

15 papers

cs.CL2025

Document Understanding, Measurement, and Manipulation Using Category Theory

Jared Claypoole, Yunye Gong, Noson S. Yanofsky +1

We apply category theory to extract multimodal document structure which leads us to develop information theoretic measures, content summarization and extension, and self-supervised…

cs.LO2017

Theoretical Computer Science for the Working Category Theorist

Noson S. Yanofsky

Theoretical computer science discusses foundational issues about computations. It asks and answers questions such as "What is a computation?", "What is computable?", "What is effic…

cs.CC2015★ 2 cited

Computability and Complexity of Categorical Structures

Noson S. Yanofsky

We examine various categorical structures that can and cannot be constructed. We show that total computable functions can be mimicked by constructible functors. More generally, wha…

physics.hist-ph2015

Why Mathematics Works So Well

Noson S. Yanofsky

A major question in philosophy of science involves the unreasonable effectiveness of mathematics in physics. Why should mathematics, created or discovered, with nothing empirical i…

math.HO2015★ 3 cited

The Role of Symmetry in Mathematics

Noson S. Yanofsky, Mark Zelcer

Over the past few decades the notion of symmetry has played a major role in physics and in the philosophy of physics. Philosophers have used symmetry to discuss the ontology and se…

math.HO2013★ 1 cited

Mathematics via Symmetry

Noson S. Yanofsky, Mark Zelcer

We state the defining characteristic of mathematics as a type of symmetry where one can change the connotation of a mathematical statement in a certain way when the statement's tru…