Tom Copeland

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Name	Tom Copeland
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Geometric / physical / probabilistic interpretations of Riemann zeta(n>1)?

nov 17 at 14:39 Tom Copeland 805●5●20

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In “splendid isolation”

ho.history-overview

jul 4 at 2:44 KConrad 17k●3●61●117

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Why do polytopes pop up in Lagrange inversion?

co.combinatorics at.algebraic-topology convex-polytopes feynman-integral ca.analysis-and-odes

aug 15 at 8:59 Tom Copeland 805●5●20

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463

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Klein’s Protocols: A window into our mathematical past

ho.history-overview

jun 13 at 16:46 Christian Stump 493●2●8

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690

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The Dedekind Eta Function in Physics

mp.mathematical-physics at.algebraic-topology dg.differential-geometry nt.number-theory ds.dynamical-systems

dec 26 at 9:27 Tom Copeland 805●5●20

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374

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Equilibrium configurations of ions on n-Dim balls.

co.combinatorics at.algebraic-topology mp.mathematical-physics

oct 23 11 at 17:44 Henry Cohn 6,549●1●23●40

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690

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Explaining Mukai-Fourier transforms physically

big-picture ag.algebraic-geometry harmonic-analysis rt.representation-theory sheaf-theory

sep 30 at 19:12 Tom Copeland 805●5●20

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701

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Riemann zeta function at positive integers and an Appell sequence of polynomials related to fractional calculus

reference-request riemann-zeta-function polynomials co.combinatorics oa.operator-algebras

nov 16 at 10:39 Tom Copeland 805●5●20

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248

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What properties should a transform have to deserve the descriptor Fourier?

intuition fourier-analysis harmonic-analysis ag.algebraic-geometry

oct 8 at 13:03 Alexandre Eremenko 10.6k●1●24●39

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Geometric picture of invariant differential of an elliptic curve

definitions ag.algebraic-geometry dg.differential-geometry elliptic-curves

feb 24 12 at 9:57 Tom Copeland 805●5●20

Answers

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How does one motivate the analytic continuation of the Riemann zeta function?

In “splendid isolation”

Geometric picture of invariant differential of an elliptic curve

Why does the Laplace Transform work?

History of the Sampling Theorem

What does Mellin inversion “really mean”?

A product approximation to the Taylor series of the exponential

effective teaching

What is Lagrange Inversion good for?

Pochhammer symbol of a differential, and hypergeometric polynomials

General Procedure for Inverse of an Integral Transform

Geometric / physical / probabilistic interpretations of Riemann zeta(n>1)?

Formula for n-th iteration of dx/dt=B(x)

Are there other nice math books close to the style of Tristan Needham?

Rationale for Hadamard’s finite part of a divergent integral

Riemann zeta function at positive integers and an Appell sequence of polynomials related to fractional calculus

165

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161

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Tom Copeland

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Questions

Geometric / physical / probabilistic interpretations of Riemann zeta(n>1)?

In “splendid isolation”

Why do polytopes pop up in Lagrange inversion?

Klein’s Protocols: A window into our mathematical past

The Dedekind Eta Function in Physics

Equilibrium configurations of ions on n-Dim balls.

Explaining Mukai-Fourier transforms physically

Riemann zeta function at positive integers and an Appell sequence of polynomials related to fractional calculus

What properties should a transform have to deserve the descriptor Fourier?

Geometric picture of invariant differential of an elliptic curve

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