Accès ouvert déclaré2026article

Mathmatics Books Can be Created with Topology and Systems Paths

Julie Carrier, Nathalie Lacelle, Marlène Frigon, Samuel Bassetto, Foutse Khomh, Leonard Wantchekon, Émmanuel Stip, Bruno Rémillard, Suljo Linic, Bakary Manga, Victor M. Panaretos, David Haziza, Mickaël Germain, Bidossessi R.U. Alahassa, Nonvikan Karl-Augustt Alahassa, Daniel F. Nadeau, Christiane Rousseau, Maciej Augustyniak, Dimitrios Koukoulopoulos, Élise Vandomme, Raphael R. Kelani, J. B. Chabi Orou, Wilfrid Gangbo, Cyriaque Atindogbé, Mouloud-Beallah Belbahri, Jörg Matthes, Terence Tao, Paresh Wankhade, Corine Bitossessi Laurenda Sinsin, Alain Connes, Cédric Villani, Михаил Николаевич Громов, Roseline Olory Agomma, Damien Échevin, Andrew Granville, Gregory Dudek, Golnoosh Farnadi, Hlamalani Judith Ngwenya, Moeketsi Mosia, Linus Franke, Cobus Oberholster, A. Hugo, Maryke Labuschagne, Sandy‐Lynn Steenhuisen, Felicity Burton, Fiona Burlig, John Urschel, Denis A. Coelho, Jennifer I. L. Chen

0Citations signalées

20Institutions associées

10Pays d’affiliation

Résumé fourni par la source

The Languages we use in books are topologies. They can be used to create new mathematics and new systems: this solves the famous question that investigates if artificial intelligence can create new mathematics, the answer is yes, and it is a theorem.

Institutions

Sujets associés

Computability, Logic, AI AlgorithmsHistory and Theory of MathematicsChaos, Complexity, and Education

Lire en accès ouvert Voir la notice officielle DOI