activity
20232026
most citedMathematical methods and human thought in the age of AI

4 citations · 8 across the 8 of their papers we have counts for

collaborators

8 papers

math.HO2026

Mathematics in the age of AI

Terence Tao

An essay, based on a public lecture delivered at the 2026 International Congress of Mathematicians, on how the mathematical community might respond to the arrival of artificial int…

math.HO2026★ 4 cited

Mathematical methods and human thought in the age of AI

Tanya Klowden, Terence Tao

Artificial intelligence (AI) is the name popularly given to a broad spectrum of computer tools designed to perform increasingly complex cognitive tasks, including many that used to…

math.RA2025

The Equational Theories Project: Advancing Collaborative Mathematical Research at Scale

Matthew Bolan, Joachim Breitner, Jose Brox +31

We report on the Equational Theories Project (ETP), an online collaborative pilot project to explore new ways to collaborate in mathematics with machine assistance. The project suc…

math.NT2025

Growth rates of sequences governed by the squarefree properties of its translates

Wouter van Doorn, Terence Tao

We answer several questions of Erdős regarding sequences of natural numbers whose translates intersect with the squarefree numbers in various specified ways. For instance…

math.CO2025

New Nikodym set constructions over finite fields

Terence Tao

For any fixed dimension we construct a Nikodym set in of cardinality in the limit , when is…

math.CA2025

Some variants of the periodic tiling conjecture

Rachel Greenfeld, Terence Tao

The periodic tiling conjecture (PTC) asserts, for a finitely generated Abelian group and a finite subset of , that if there is a set that solves the tiling equation…

math.NT2025★ 1 cited

New exponent pairs, zero density estimates, and zero additive energy estimates: a systematic approach

Terence Tao, Tim Trudgian, Andrew Yang

We obtain several new bounds on exponents of interest in analytic number theory, including four new exponent pairs, new zero density estimates for the Riemann zeta-function, and ne…

math.CO2023★ 3 cited

Undecidability of translational monotilings

Rachel Greenfeld, Terence Tao

In the 60's, Berger famously showed that translational tilings of with multiple tiles are algorithmically undecidable. Recently, Bhattacharya proved the decidability…