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Mathematics

Distinct Lengths Modular Zero-Sum Subsequences: A Proof of Graham's Conjecture

Distinct Lengths Modular Zero-Sum Subsequences: A Proof of Graham's Conjecture by Weidong Gao, Ph.D. from the Center for Combinatorics at Nankai University...

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Mathematics

Erd\H os-Birch type question in N^r

Erd\H os-Birch type question in N^r ...

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Mathematics

A counterexample to the prime conjecture of expressing numbers using just ones

A counterexample to the prime conjecture of expressing numbers using just ones by Wang, Venecia from the Department of Mathematics at ShaoGuan College...

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Mathematics

Sun's Conjectures on Fourth Powers in the Class Group of Binary Quadratic Forms

Sun's Conjectures on Fourth Powers in the Class Group of Binary Quadratic Forms by Robert W. Fitzgerald at Southern Illinois University ...

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Mathematics

On $d$-complete sequences of integers

On $d$-complete sequences of integers - YouTube...

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Mathematics

Five Peculiar Theorems on Simultaneous Representation...

Five Peculiar Theorems on Simultaneous Representation... by David Brink PhD from the Department of Mathematics at the University of Copenhagen...

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Mathematics

Faster Computation of the Tate Pairing

Faster Computation of the Tate Pairing by Christophe Arene, *Tanja Lange, Michael Naehrig, Christophe Ritzenthaler *Department of Mathematics and Computer Science at Technische Universiteit Eindhoven...

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Mathematics

Integers with a given number of divisors

"Integers with a given number of divisors" by Chen, Yong-Gao* and Mei, Shu-Yuan *School of Mathematical Sciences and Institute of Mathematics, Nanjing Normal University,...

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Mathematics

On certain properties of harmonic numbers

On certain properties of harmonic numbers. Let Hn be the n -th harmonic number and let un be its numerator. For any prime p , let Jp be the set of positive integers n with p|un. In 1991, Eswaratha...

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Mathematics

On Some Properties of Carlitz Cyclotomic Polynomials

On Some Properties of Carlitz Cyclotomic Polynomials by Bamunoba, Alex Samuel* *Department of Mathematical Sciences, UNIVERSITY of Stellenbosch,...

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Mathematics

A one-parameter family of Dirichlet series whose coefficients are Sturmian words

A one-parameter family of Dirichlet series whose coefficients are Sturmian words - Kwon, DoYong* Department of Mathematics, Chonnam National University,...

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Mathematics

Galois uniformity in quadratic dynamics over k(t)

Galois uniformity in quadratic dynamics over k(t) - Hindes, Wade* *Department of Mathematics Brown University...

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Mathematics

Denominators of Algebraic Numbers in a Number Field

Denominators of Algebraic Numbers in a Number Field - Ayad, M., Bayad, A., and Kihel, O.* With an Appendix by Fieker, C. *Department of Mathematics, Brock University, Ontario, CANADA...

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Mathematics

Quadratic fields with cyclic 2-class groups

Quadratic fields with cyclic 2-class groups by Dominguez C. and Miller, S. from Williams College's Mathematics and Statistics Bronfman Science Center...

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Mathematics

Tame Galois Realizations of GL2(Fℓ) over Q⋆

Tame Galois Realizations of GL2(Fℓ) over Q⋆ by Sara Arias-de-Reyna y N´uria Vila Dept. d`Algebra i Geometria, Universitat de Barcelona...

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Mathematics

Breuil Modules for Raynaud Schemes

Breuil Modules for Raynaud Schemes by Professor David Savitt from the University of Arizona...

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Mathematics

On the p-adic completion of the units of a real abelian number field

On the p-adic completion of the units of a real abelian number field by All, Timothy from the Department of Mathematics at The Ohio State University...

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Mathematics

p-adic Eisenstein-Kronecker Series and Non-Critical Values of p-adic Hecke L-function...

p-adic Eisenstein-Kronecker Series and Non-Critical Values of p-adic Hecke L-function of an Imaginary Quadratic Field when the Conductor is Divisible by Tomoki Hirotsune...

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Mathematics

Euler Number Congruences and Dirichlet L-functions

Euler Number Congruences and Dirichlet L-Functions by Nianliang Wang, Junzhuang Li, and Duansen Liu from Institute of Mathematics, Shangluo University...

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Mathematics

Low-lying Zeros of Number Field L-functions

Low-lying Zeros of Number Field L-functions by Miller* and Peckner from *Williams College's Mathematics and Statistics...

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Created and maintained by Ryan Watkins (2013-present)