https://e-sygoing.link Latest links in the C category en-us Mon, 25 May 2026 02:50:05 -0400 https://e-sygoing.link/link/5280981-charles-denis-xavier University of Wisconsin-Madison. Computational number theory. Tue, 03 Mar 2026 06:01:22 -0500 https://e-sygoing.link/go/5280981 https://e-sygoing.link/link/5280964-casselman-bill Automorphic forms, the representation theory of Coxeter groups and reductive groups over non-Archimedian local fields. Fri, 12 Dec 2025 21:45:26 -0500 https://e-sygoing.link/go/5280964 https://e-sygoing.link/link/5280999-conrad-keith University of Connecticut. Analytic and algebraic number theory. Research and expository papers. Mon, 10 Nov 2025 01:28:14 -0500 https://e-sygoing.link/go/5280999 https://e-sygoing.link/link/5281001-choi-kwok-kwong-stephen Simon Fraser University. Diophantine analysis. Fri, 07 Nov 2025 23:05:09 -0500 https://e-sygoing.link/go/5281001 https://e-sygoing.link/link/5280975-cohen-stephen University of Glasgow. Number theory, algebea, combinatorics. Wed, 05 Nov 2025 11:45:12 -0500 https://e-sygoing.link/go/5280975 https://e-sygoing.link/link/5281017-cogdell-james Ohio State University. Analytic number theory, L-functions. Preprints. Mon, 03 Nov 2025 04:49:55 -0500 https://e-sygoing.link/go/5281017 https://e-sygoing.link/link/5281009-cobelli-cristian Institute of Mathematics of the Romanian Academy. Analytic number theory. Publications. Sun, 19 Oct 2025 04:44:40 -0400 https://e-sygoing.link/go/5281009 https://e-sygoing.link/link/5280992-cusick-thomas State University of New York at Buffalo. Cryptography, number theory, Diophantine approximation. Wed, 17 Sep 2025 17:56:33 -0400 https://e-sygoing.link/go/5280992 https://e-sygoing.link/link/5280961-cohen-henri Mathematics professor at the University Bordeaux I, France. Modular forms and computational number theory. Publications, software. Fri, 08 Aug 2025 14:24:54 -0400 https://e-sygoing.link/go/5280961 https://e-sygoing.link/link/5281019-conrey-brian American Institute of Mathematics / Oklahoma State University / University of Bristol. Analytic number theory, especially the analytic theory of L-functions. Publications, L-function resources. Fri, 07 Mar 2025 04:46:56 -0500 https://e-sygoing.link/go/5281019