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Jim Agler - The Mathematics Genealogy Project

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Mark Stankus: University of California, San Diego: 1993: ... The Mathematics Genealogy Project is in need of funds to help pay for student help and other …

Mark Stankus | XanEdu Customization Platform

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Author: Mark Stankus. Results. Toral algebraic sets and function theory on polydisks Springer Science+Business Media By: Jim Agler; Mark ...

Featured Reviews in "Mathematical Reviews" : Reviews of...

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I, Jim Agler, Mark Stankus, Reviewed by Stefan Richter C49 m-isometric transformations of Hilbert space. II, Jim Agler, Mark Stankus, Reviewed by Stefan ...

[math ] Toral Algebraic Sets and Function Theory on Polydisks

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· Title: Toral Algebraic Sets and Function Theory on Polydisks. Authors: Jim Agler, John McCarthy, Mark Stankus (Submitted on 17 Aug 2005)

m-isometric transformations of Hilbert space,II | SpringerLink

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... San DiegoLa Jolla, CA, USA. Jim Agler. Department of Mathematics, Univ. Of Calif., San DiegoLa Jolla, CA, USA. Mark Stankus.

m-Isometric transformations of hilbert space, III | SpringerLink

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Authors. Jim Agler (1); Mark Stankus (1). Author Affiliations. 1. Department of Mathematics, Univ. Of Calif., San DiegoLa Jolla, CA, U.S.A. ...

Oalib search

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Jim Agler,John McCarthy,Mark Stankus Mathematics , 2005, Abstract: A toral algebraic set $A$ is an algebraic set in $\C^n$ whose intersection ...

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NYJM Abstract Jim Agler, John E. McCarthy, and Mark Stankus

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Abstract We call a holomorphic function f on a domain in C n locally toral at the point P in the n-torus if the intersection of the zero set of f with the n-torus has

Internet Archive Search: creator:"Mark Stankus"

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Toral Algebraic Sets and Function Theory on Polydisks - Jim Agler A toral algebraic set $A$ is an algebraic set in $\C^n$ whose intersection with $\T^n$ is ...

AMS :: Proceedings of the American Mathematical Society

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Jim Agler and Mark Stankus, 𝑚-isometric transformations of Hilbert space. I, Integral Equations Operator Theory 21 (1995), no. 4, 383–429. MR

NSF Award Search: Award# Operator Theory and Complex Geometry

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Jim Agler, John McCarthy, Mark Stankus. "Toral Algebraic Sets and Function Theory on Polydisks," Journal of Geometric Analysis, v.16, 2006, p S.G. Krantz ...

John McCarthy Mathematics Papers

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6 [2007] DVI PDF; Toral Algebraic Sets and Function Theory on Polydisks (with Jim Agler and Mark Stankus) Journal of Geometric Analysis Vol.

NYJM Volume 14, 2008

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Jim Agler, John E. McCarthy, and Mark Stankus : Local geometry of zero sets of holomorphic functions near the torus

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