Israel Journal of Mathematics - If a noncommutative polynomial f is neither an identity nor a central polynomial of $${\\cal A} = {M_n}\\left(\\mathbb{C} ight)$$ , then every trace zero matrix in...Brear, Matej
THE FINITE STEINHAUS SET PROBLEM, AND PSEUDO AB 55:27 Multi Variable Operator Theory with Relations 1:02:30 A Computational Mathematician Combusts 1:08:32 ANDREY KUPAVSKII_ MAX-NORM RAMSEY THEORY 50:10 Divided Power Algebras 1:05:14 Random plane geometry -- a gentle introduction 57:57 BAL...
26 LI WEI-TIAN_ RAMSEY PROPERTIES FOR V -SHAPED POSETS IN THE BOOLEAN LATTICES 1:21:13 JENSEN-KONVEX KVÁZIARITMETIKAI KÖZEPEKRŐL 1:37:12 Initial value problems viewed as generalized optimal transport problems with mat 57:31 Iwahori-Hecke algebras are Gorenstein (part I) 53:35 KNOT ...
While his earliest publications had shown his mathematical interests to be wide-ranging, his efforts had begun to focus on Waring's Problem as early as 1934 and during the Cambridge period he laid the foundations for his enduring contributions to additive number theory. It is quite astonishing ...
II 1:20:16 KÁROLYI GYULA_ ON SUBSET SUMS OF DENSE SETS OF INTEGERS 1:09:47 MAGYAR ÁKOS_ THE WARING PROBLEM, AND ERGODIC THEOREMS ON NIL 1:11:14 RUZSA IMRE_ HÉZAGOS BEURLING 51:34 p-torsion of Jacobians for unramified Z_pZ-covers of curves 50:57 PINK ISTVÁN_ NUMBER OF ...
Upper triangular matrix groupWord mapsZariski topology2023 Elsevier Inc.Let p be a polynomial in non-commutative variables x1,x2,…,xn with constant term zero over an algebraically closed field K. The object of study in this paper is the image of this kind of polynomial over the algebra of...
Vaserstein, L.: Ramsey's theorem and Waring's problem for algebras over fields. In: The arithmetic of function fields, pp. 435-441. Columbus (1991)L. Vaserstein, Ramsey's theorem and the Waring's Problem for algebras over fields, Proceedings of the workshop on the arithmetic of functio...
THE FINITE STEINHAUS SET PROBLEM, AND PSEUDO AB 55:27 Multi Variable Operator Theory with Relations 1:02:30 A Computational Mathematician Combusts 1:08:32 ANDREY KUPAVSKII_ MAX-NORM RAMSEY THEORY 50:10 Divided Power Algebras 1:05:14 Random plane geometry -- a gentle introduction 57:57 BAL...
The quartic minimization over the sphere is an NP-hard problem in the general case. There exist various methods for computing an approximate solution for any given instance. In practice, it is quite often that a global optimal solution was found but without a certification. We will present in...
Quantitative relations between short intervals and exceptional sets of cubic Waring-Goldbach problem Regular Articles On θ-commutators and the corresponding non-commuting graphs Regular Articles Quasi-maximum likelihood estimator of Laplace (1, 1) for GARCH models Regular Articles Multiple and si...