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results search [or] ISN:0000000121470747 | 1 hits
Person
ISNI: 
0000 0001 2147 0747
Name: 
Stein, E.
Stein, E. M.
Stein, Elias M.,
Stein, Elias Menachem
Steĭn, Ilaĭes M.
Stejn, I.
Stejn, Ilajes M.
Stejn, Ilijas M.
Стейн, И.
Стейн, Илайес М.
スタイン, エリアス・M
Dates: 
1931-
Creation class: 
Computer file
Language material
Projected medium
Text
Creation role: 
author
editor
redactor
Related names: 
Fefferman, Charles (1949-)
Murphy, Timothy S.
Nagel, Alexander (1945-)
Princeton University
Princeton University Press
Shakarchi, Rami
Sinaj, Âkov Grigorʹevič (1935-...)
University of Chicago, Department of Mathematics
Wainger, Stephen (1936-)
Weiss, Guido
Weiss, Guido L. (joint author, 1928-)
Weiss, Quido
高木, 啓行
Titles: 
Advances in analysis : the legacy of Elias M. Stein
Analytic continuation of group representations
Beijing lectures in harmonic analysis
Boundary behavior of holomorphic functions of several complex variables
Complex analysis
Estimates for the [delta bar]-Neumann problem
Fourier Analysis An Introduction
Fūrie kaiseki nyūmon
Hardy spaces on homogeneous groups
Harmonic analysis real-variable methods, orthogonality, and oscillatory integrals
Intégrales singulières et fonctions différentiables de plusieurs variables
Introduction to Fourier analysis on Euclidean spaces
Lectures in Modern Analysis and Applications III
Lectures on pseudo-differential operators : regularity theorems and applications to non-elliptic problems
On certain operators on Lp̳ spaces.
On spectral multipliers for Heisenberg and related groups
Princeton mathematical series
Real analysis : measure theory, integration, and Hilbert spaces
Singular integrals and differentiability properties of functions
Singulârnye integraly i differencial'nye svojstva funkcij
Topics in harmonic analysis related to the Littlewood-Paley theory
Vvedenie v garmoničeskij analiz na evklidovyh prostranstvah
Wolf prize in mathematics
Введение в гармонический анализ на евклидовых пространствах
Сингулярные интегралы и дифференциальные свойства функций
フーリエ解析入門
複素解析
Notes: 
Thesis (Ph. D.)--University of Chicago, Department of Mathematics
Sources: 
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