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Mathematics

New normality constructions for continued fraction expansions

New normality constructions for continued fraction expansions - YouTube...

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Mathematics

Fourier coefficients of automorphic forms, character variety orbits, and small representations

Fourier coefficients of automorphic forms, character variety orbits, and small representations by Miller* and Sahi from *Rutgers University's Dept. of Mathematics...

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Mathematics

The Hyperelliptic Integrals and $\pi $

The Hyperelliptic Integrals and pi by Giovanni Mingari Scarpello of the Dipartimento di Matematica per le scienze economiche e socialiviale...

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Mathematics

On shifted Mascheroni series and hyperharmonic numbers

On shifted Mascheroni series and hyperharmonic numbers - YouTube...

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Mathematics

Endomorphism algebras of Jacobians of certain supperelliptic curves

Endomorphism algebras of Jacobians of certain supperelliptic curves by Jiangwei Xue of the Department of Mathematics at Pennsylvania State University ...

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Mathematics

Bounding the Degree of Belyi Polynomials

Bounding the Degree of Belyi Polynomials by Rodriguez, Jose I. of the Department of Mathematics at the University of California, Berkeley...

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Mathematics

On P-adic Annihilators of Real Ideal Classes

On P-adic Annihilators of Real Ideal Classes by All, Timothy from Ohio State University ...

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Mathematics

Strictly regular quaternary quadratic forms and lattices

Strictly regular quaternary quadratic forms and lattices by Earnest, A.G.*, Kim, Ji Young, and Meyer, N.D. *Department of Mathematics Southern Illinois University...

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Mathematics

Hegyvari's Theorem on Complete Sequences

Hegyvari's Theorem on Complete Sequences by *Chen, Y.-G. and Fang, J.-H. from the School of Mathematical Sciences and Institute of Mathematics at the Nanjing Normal University...

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Mathematics

A Characterization of Regular Tetrahydra Z^3

A Characterization of Regular Tetrahydra Z^3 by Eugen Ionascu (Department of Mathematics, Columbus State University)...

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Mathematics

On Recurrences for Sums of Powers of Binomial Coefficients

On Recurrences for Sums of Powers of Binomial Coefficients by Jin Yuan*, Zhi-Juan Lu*, Schmidt Asmus** of *Department of Mathematics, Northwest University, Xi'an, and the Matematisk Institut in Denmar...

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Mathematics

π and the hypergeometric functions of complex argument

Giovanni Mingari Scarpello and Daniele Ritelli Dipartimento di Matematica per le scienze economiche e sociali viale Filopanti, 5 40126 Bologna, Italy...

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Mathematics

On the Largest Size of a Partition That Is Both S...

Title: On the Largest Size of a Partition That Is Both S Core & T Core Author: Amitabha Tripathi, Ph.D. Indian Institute of Technology Delhi...

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Mathematics

Number of solutions to $ka^x+lb^y=c^z$

Number of solutions to $ka^x+lb^y=c^z$ ...

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Mathematics

The least k-th power non-residue

The least k-th power non-residue - Treviño, Enrique* *Department of Mathematics and Computer Science Lake Forest College...

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Mathematics

Transcendence and CM on Borcea-Voisin towers of Calabi-Yau manifolds

Transcendence and CM on Borcea-Voisin towers of Calabi-Yau manifolds - YouTube...

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Mathematics

Wild Kernels and Divisibility in K-Groups of Global Fields

Wild Kernels and Divisibility in K-Groups of Global Fields in JournalNumberTheory ...

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Mathematics

An Application of Fourier Transforms...

Fan Application of Fourier Transforms on Finite Abelian Groups to an Enumeration Arising from the Josephus Problem by Gregory L. Wilson, Ph.D. of BerrieHill Research Corporation and Christopher L. Mor...

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Mathematics

Average Number of Zeckendorf Integers

Average Number of Zeckendorf Integers ...

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Mathematics

An improved upper bound for the argument of the Riemann zeta-function on the critical line II

An improved upper bound for the argument of the Riemann zeta-function on the critical line II by Trudgian, Timothy from the Mathematical Sciences Institute at the Australian National University...

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