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On Sandwich Theorem for Delta-Subadditive and Delta-Superadditive Mappings
Notes on Elementary Linear Algebra
Equivariant Spectra and Mackey Functors
Modules and Categories∗ Lenny Taelman
What Is...A Shtuka?, Volume 50, Number 1
Arxiv:1910.06312V3 [Math.PR] 12 Oct 2020
Topology Proceedings
A Product of Injective Modules Is Injective
Quasi-Homomorphisms
An Introduction to the Theory of Hilbert Spaces
COMMUTING MAPS on SOME SUBSETS THAT ARE NOT CLOSED UNDER ADDITION a Dissertation Submitted to Kent State University in Partial F
Categorifying Measure Theory: a Roadmap 11
THE GROTHENDIECK GROUP K0 There Are Several Ways to Construct
DIFFERENCE MODULES and DIFFERENCE COHOMOLOGY 1. Introduction in This Article, We Initiate a Systematic Study of Module Categorie
INTRODUCTORY NOTES on MODULES 1. Introduction One of the Most Basic Concepts in Linear Algebra Is Linear Combinations
MATH 776 GROUP COHOMOLOGY 1. G-Modules Let G Be a Group. a G-Module Is an Abelian Group M Equipped with a Left Action G ×
Arxiv:0805.3122V2 [Math.OA] 21 Jan 2009 Xcns Ftec-Ler.Tu,W Ra Ohcassfrar for Classes Both Treat We Thus, C*-Algebra
Chapter 12 Additive Polynomials

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Uniform Boundedness Theorems for Nearly Additive Mappings
Modules As Exact Functors
A Survey of the Additive Dilogarithm
Volume Inequalities and Additive Maps of Convex Bodies
TOPOLOGIES on RIESZ GROUPS and APPLICATIONS to MEASURE THEORY by N
Math 250A Solutions to Homework 8 (III.3) Let X ∈ R, X 6= 0
Arxiv:Math/0612673V5 [Math.FA] 26 Apr 2007 Keywords

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