Mortality of Iterated Piecewise Affine Functions over the Integers: Decidability and Complexity Amir M. Ben-Amram The Academic College of Tel-Aviv Yaffo STACS 2013

Source URL: www2.mta.ac.il

Types and Byte Order Types for fixed-size integers, byte order conversions and the Any/DynamicAny types. Overview >

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NIL-BOHR SETS OF INTEGERS BERNARD HOST AND BRYNA KRA Abstract. We study relations between subsets of integers that are large, where large can be interpreted in terms of size (such as a set of positive upper density or a

Source URL: www.math.northwestern.edu

ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. Szemer´edi’s Theorem states that a set of integers with positive upper density contains arbitrarily long arith

Source URL: www.math.northwestern.edu

Improved Bounds for the Flat Wall Theorem∗ Julia Chuzhoy† Abstract The Flat Wall Theorem of Robertson and Seymour states that there is some function f , such that for all integers w, t > 1, every graph G containing a

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Cryptanalysis of the New Multilinear Map over the Integers Brice Minaud1 and Pierre-Alain Fouque1,2 1 Université de Rennes 1, France

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Room BS3 1200 DBH 1100 DBH 1200 DBH 1300 DBH 1420

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• 500
• Integers

A CGI Approach to Integers: Helping Teachers Structure Their Intuitive Knowledge About Children’s Understandings of Negative Numbers Ways of Reasoning About Integer Arithmetic On the basis of a large-scale study of 16

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preprint. To appear in Computability (IOS Press) Mortality of Iterated Piecewise Affine Functions over the Integers: Decidability and Complexity Amir M. Ben-Amram November 26, 2014

Source URL: www2.mta.ac.il

ON INVARIANTS RELATED TO NON-UNIQUE FACTORIZATIONS IN BLOCK MONOIDS AND RINGS OF ALGEBRAIC INTEGERS WOLFGANG A. SCHMID Abstract. Let K be a number field, R its ring of integers and H the set of non-zero principal ideals

Source URL: www.uni-graz.at