Sylow p-groups of polynomial permutations on the integers mod pn

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Comm. Algebra, pp 1482–1490 Non-unique factorization of polynomials over residue class rings of the integers Christopher Frei and Sophie Frisch

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British Informatics Olympiad Final 12–14 April, 2002 Sponsored by Lionhead Studios Warm-up The factorial of a positive integer n, denoted n!, is the product of all positive integers ≤ n. In

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Making Our Own Luck A Language For Random Generators Abstract If there are many possible student ids (e.g., because they are represented as integers), then a randomly generated id is very unlikely to be a member of regis

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COLORING THE RATIONALS IN REVERSE MATHEMATICS EMANUELE FRITTAION AND LUDOVIC PATEY Abstract. Ramsey’s theorem for pairs asserts that every 2-coloring of the pairs of integers has an infinite monochromatic subset. In th

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• Logic in computer science
• Differential forms
• Combinatory logic
• Lambda calculus
• Peano axioms
• Closed and exact differential forms
• Banach fixed-point theorem
• Peetre theorem

REPRESENTATIONS OF INTEGERS AS SUMS OF SQUARES Ken Ono Dedicated to the memory of Robert Rankin. 1. Introduction and Statement of Results.

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ON THE REPRESENTATION OF INTEGERS AS SUMS OF TRIANGULAR NUMBERS Ken Ono, Sinai Robins, and Patrick T. Wahl

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A NOTE ON THE NUMBER OF t−CORE PARTITIONS Ken Ono Abstract. A partition of a positive integer n is a nonincreasing sequence of positive integers whose sum is n. A Ferrers graph represents a partition in the natural wa

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Individual Competition 27th August, 2015 English version Problem I–1 Find all surjective functions f : N Ñ N such that for all positive integers a and b, exactly one of the following equations is true:

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WWW.C E M C .U WAT E R LO O.C A | T h e C E N T R E fo r E D U C AT I O N i n M AT H E M AT I C S a n d CO M P U T I N G Problem of the Week Problem C Tree Travel Your friend writes down all of the integers starting fro

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