<--- Back to Details
First PageDocument Content
Functional analysis / Algebras / Banach algebra / Fourier analysis / Gelfand representation / Algebra homomorphism / Stone–Weierstrass theorem / Spectrum of a ring / C*-algebra / Abstract algebra / Algebra / Mathematics
Date: 2011-09-09 10:05:27
Functional analysis
Algebras
Banach algebra
Fourier analysis
Gelfand representation
Algebra homomorphism
Stone–Weierstrass theorem
Spectrum of a ring
C*-algebra
Abstract algebra
Algebra
Mathematics

Add to Reading List

Source URL: www.math.harvard.edu

Download Document from Source Website

File Size: 156,60 KB

Share Document on Facebook

Similar Documents

General topology / Algebraic topology / Mathematical analysis / Calculus / Continuous function / Continuous game / Stone–Weierstrass theorem / Sheaf / Function / Mathematics / Topology / Abstract algebra

NEARLY COMPACT AND CONTINUOUS NORMAL FORM GAMES: CHARACTERIZATIONS AND EQUILIBRIUM EXISTENCE C. J. HARRIS, M. B. STINCHCOMBE, AND W. ZAME Abstract. Normal form games are nearly compact and continuous (NCC) if they can be

DocID: 1b2bP - View Document

Numerical analysis / Calculus / Approximation theory / Chebyshev polynomials / Stone–Weierstrass theorem / Polynomial / Uniform continuity / Continuous function / Classical orthogonal polynomials / Mathematical analysis / Mathematics / Orthogonal polynomials

Topics in Analysis, Examples Sheet 2. W. T. G. Michaelmas 2004

DocID: 19EPQ - View Document

Spectral theory / Banach algebra / Fourier analysis / Gelfand representation / Spectrum / Stone–Weierstrass theorem / C*-algebras / B*-algebra / Mathematical analysis / Mathematics / Functional analysis

The Gelfand transform, positive linear functionals, and positive-definite functions Jordan Bell Department of Mathematics, University of Toronto May 6, 2014

DocID: 18K0u - View Document

Functional analysis / Algebras / Banach algebra / Fourier analysis / Gelfand representation / Algebra homomorphism / Stone–Weierstrass theorem / Spectrum of a ring / C*-algebra / Abstract algebra / Algebra / Mathematics

PDF Document

DocID: muWl - View Document

Universal approximation theorem / Stone–Weierstrass theorem / Activation function / Function / Continuous function / Feedforward neural network / Neural networks / Mathematics / Mathematical analysis

“Multilayer feedforward networks are universal approximators” Kur Hornik, Maxwell Stinchcombe and Halber White (1989)

DocID: 7jNz - View Document