Experimental Mathematics, Volume 17, Issue 3 (2008)

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Experimental Mathematics, Volume 17, Issue 3 (2008)

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Original Article

The Minimal Dilatation of a Genus-Two Surface
Jin-Hwan Cho & Ji-Young Ham
Pages: 257-267
Published online: 30 Jan 2011
AbstractforThe Minimal Dilatation of a Genus-Two Surface | References | PDF (262.8 KB)
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The Hyperbolic Schwarz Map for the Hypergeometric Differential Equation
Takeshi Sasaki, Kotaro Yamada & Masaaki Yoshida
Pages: 269-282
Published online: 30 Jan 2011
AbstractforThe Hyperbolic Schwarz Map for the Hypergeometric Differential Equation | References | PDF (2.1 MB)
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Commensurators of Cusped Hyperbolic Manifolds
Oliver Goodman, Damian Heard & Craig Hodgson
Pages: 283-306
Published online: 30 Jan 2011
AbstractforCommensurators of Cusped Hyperbolic Manifolds | References | PDF (587.1 KB)
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The Transitive Permutation Groups of Degree 32
John J. Cannon & Derek F. Holt
Pages: 307-314
Published online: 30 Jan 2011
AbstractforThe Transitive Permutation Groups of Degree 32 | References | PDF (187 KB)
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On the Construction of Families of Cyclic Polynomials Whose Roots Are Units
F. Thaine
Pages: 315-331
Published online: 30 Jan 2011
AbstractforOn the Construction of Families of Cyclic Polynomials Whose Roots Are Units | References | PDF (354.3 KB)
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Lp Spectral Radius Estimates for the Lamé System on an Infinite Sector
Tomas Johnson
Pages: 333-339
Published online: 30 Jan 2011
AbstractforLp Spectral Radius Estimates for the Lamé System on an Infinite Sector | References | PDF (376.1 KB)
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Experiments with a Positivity-Preserving Operator
Manuel Kauers & Doron Zeilberger
Pages: 341-345
Published online: 30 Jan 2011
AbstractforExperiments with a Positivity-Preserving Operator | References | PDF (203.7 KB)
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Derived Arithmetic Fuchsian Groups of Genus Two
Melissa L. Macasieb
Pages: 347-369
Published online: 30 Jan 2011
AbstractforDerived Arithmetic Fuchsian Groups of Genus Two | References | PDF (518.5 KB)
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On the Equation Y2 = X5 + k
Andrew Bremner
Pages: 371-374
Published online: 30 Jan 2011
AbstractforOn the Equation Y2 = X5 + k | References | PDF (175.3 KB)
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Subrings of the Asymptotic Hecke Algebra of Type H4
Dean Alvis
Pages: 375-383
Published online: 30 Jan 2011
AbstractforSubrings of the Asymptotic Hecke Algebra of Type H4 | References | PDF (252.5 KB)
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