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Volume 23, Issue 1

Experimental Mathematics

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Experimental Mathematics, Volume 23, Issue 1 (2014)

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Experimental Mathematics, Volume 23, Issue 1 (2014)

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Vol 33, 2024 Vol 32, 2023 Vol 31, 2022 Vol 30, 2021 Vol 29, 2020 Vol 28, 2019 Vol 27, 2018 Vol 26, 2017 Vol 25, 2016 Vol 24, 2015 Volume 23, 2014 Vol 22, 2013 Vol 21, 2012 Vol 20, 2011 Vol 19, 2010 Vol 18, 2009 Vol 17, 2008 Vol 16, 2007 Vol 15, 2006 Vol 14, 2005 Vol 13, 2004 Vol 12, 2003 Vol 11, 2002 Vol 10, 2001 Vol 9, 2000 Vol 8, 1999 Vol 7, 1998 Vol 6, 1997 Vol 5, 1996 Vol 4, 1995 Vol 3, 1994 Vol 2, 1993 Vol 1, 1992

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Article

Finding Degree-16 Monic Irreducible Integer Polynomials of Minimal Trace by Optimization Methods

S. El Otmani, A. Maul, G. Rhin & J.-M. Sac-Épée

Pages: 1-5

Published online: 12 Mar 2014

AbstractforFinding Degree-16 Monic Irreducible Integer Polynomials of Minimal Trace by Optimization Methods | Full Text | References | PDF (92.9 KB)

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Article

An Algorithm for Detecting Intrinsically Knotted Graphs

Jonathan Miller & Ramin Naimi

Pages: 6-12

Published online: 12 Mar 2014

AbstractforAn Algorithm for Detecting Intrinsically Knotted Graphs | Full Text | References | PDF (161.1 KB)

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Article

On the Complex Dimensions of Nonlattice Fractal Strings in Connection with Dirichlet Polynomials

E. Dubon & J. M. Sepulcre

Pages: 13-24

Published online: 12 Mar 2014

AbstractforOn the Complex Dimensions of Nonlattice Fractal Strings in Connection with Dirichlet Polynomials | Full Text | References | PDF (220.6 KB)

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Article

Distribution of Resonances for Hyperbolic Surfaces

David Borthwick

Pages: 25-45

Published online: 12 Mar 2014

AbstractforDistribution of Resonances for Hyperbolic Surfaces | Full Text | References | PDF (1.7 MB)

153 Views
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Article

The Hilbert Series of a Linear Symplectic Circle Quotient

Hans-Christian Herbig & Christopher Seaton

Pages: 46-65

Published online: 12 Mar 2014

AbstractforThe Hilbert Series of a Linear Symplectic Circle Quotient | Full Text | References | PDF (254.9 KB)

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Article

Random Discrete Morse Theory and a New Library of Triangulations

Bruno Benedetti & Frank H. Lutz

Pages: 66-94

Published online: 12 Mar 2014

AbstractforRandom Discrete Morse Theory and a New Library of Triangulations | Full Text | References | PDF (294.5 KB)

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Experimental Mathematics (Vol.23, Iss.1, 2014)

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