WebOct 1, 2008 · A classical theorem of Fritz John allows one to describe a convex body, up to constants, as an ellipsoid. In this article we establish similar descriptions for generalized … Webarithmetic progressions coming from Q(√ k). Our primary result gives similar constructions, but coming from arbitrary (finite dimensional) field extensions of Q. This in turn generates cartesian products of arbitrarily high dimension generalized arithmetic progressions. To discuss this result, we need some definitions.
A generalized arithmetic progression is the union of a finite set …
WebSumsets, arithmetic progressions, generalized arithmetic progressions, complete and subcomplete sequences, inverse theorems. The first author is supported by an NSF grant. The second author is an A. Sloan Fellow and is supported by an NSF Career Grant. c 2005 American Mathematical Society Reverts to public domain 28 years from publication 119 WebDOI: 10.1007/S00013-018-1254-1 Corpus ID: 125116354; The values of the Riemann zeta-function on generalized arithmetic progressions @article{zbek2024TheVO, title={The values of the Riemann zeta-function on generalized arithmetic progressions}, author={Selin Selen {\"O}zbek and J{\"o}rn Steuding}, journal={Archiv der Mathematik}, … libby bonds south carolina
General study on two-dimensional generalized arithmetic progression
WebKey words: Sumsets, Arithmetic Progressions, Generalized Arithmetic Progres-sions, Complete and Subcomplete Sequences, Inverse Theorems. Contents 1. Overview 3 2. … WebHerein, we mainly employ the fixed point theorem and Lax-Milgram theorem in functional analysis to prove the existence and uniqueness of generalized and mixed finite element (MFE) solutions for two-dimensional steady Boussinesq equation. Thus, we can fill in the gap of research for the steady Boussinesq equation since the existing studies for the … In mathematics, a generalized arithmetic progression (or multiple arithmetic progression) is a generalization of an arithmetic progression equipped with multiple common differences – whereas an arithmetic progression is generated by a single common difference, a generalized arithmetic progression can be … See more A finite generalized arithmetic progression, or sometimes just generalized arithmetic progression (GAP), of dimension d is defined to be a set of the form where See more • Freiman's theorem See more mcgdiscount gmail.com