Pierre Milman

Q: What Schools Are Affiliated With Pierre Milman

Pierre Milman is affiliated with the following schools: Moscow State University, University of Toronto, Novosibirsk State University

Pierre Milman's AcademicInfluence.com Rankings

Pierre Milman

Mathematics

#2111

World Rank

#3310

Historical Rank

Group Theory

#296

World Rank

#347

Historical Rank

Number Theory

#370

World Rank

#461

Historical Rank

Algebra

#653

World Rank

#860

Historical Rank

mathematics Degrees

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Mathematics

Pierre Milman's Degrees

PhD Mathematics Moscow State University
Doctorate Mathematics Moscow State University

Why Is Pierre Milman Influential?

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According to Wikipedia, Pierre D. Milman , born 1945 in Odessa, is a mathematician and a professor at the University of Toronto. Milman graduated with a B.A. from the University of Moscow in 1967. He obtained his Ph.D. from the University of Tel Aviv in 1975 after an interlude of several years as researcher at the Institute of Chemical Physics and then Solid State Physics in Moscow.

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Pierre Milman's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Semianalytic and subanalytic sets (1988) (722)
Resolution of Singularities (1997) (138)
Arc-analytic functions (1990) (101)
A simple constructive proof of Canonical Resolution of Singularities (1991) (96)
Resolution of singularities in Denjoy-Carleman classes (2001) (95)
Uniformization of analytic spaces (1989) (92)
Differentiable functions defined in closed sets. A problem of Whitney (2001) (76)
Functoriality in Resolution of Singularities (2007) (75)
Global heat kernel bounds via desingularizing weights (2004) (68)
Relations among analytic functions. I (1987) (67)
Composite differentiable functions (1982) (62)
Higher-order tangents and Fefferman's paper on Whitney's extension problem (2006) (56)
Sobolev-Gagliardo-Nirenberg and Markov type inequalities on subanalytic domains (1995) (56)
Tangential Markov Inequalities Characterize Algebraic Submanifolds of R^n (1995) (51)
Desingularization algorithms I. Role of exceptional divisors (2002) (50)
Geometric and differential properties of subanalytic sets (1991) (49)
A formula for Kergin interpolation in Rk (1980) (49)
Heat kernel bounds and desingularizing weights (2003) (42)
A function which is arc-analytic but not continuous (1991) (35)
Desingularization of toric and binomial varieties (2004) (32)
Metrics for singular analytic spaces. (1995) (31)
Nash resolution for binomial varieties as Euclidean division. A priori termination bound, polynomial complexity in essential dimension 2 (2012) (27)
TANGENTIAL MARKOV INEQUALITIES ON REAL ALGEBRAIC VARIETIES (1998) (27)
Resolution except for minimal singularities I (2011) (25)
On best simultaneous approximation in normed linear spaces (1977) (24)
Effective Hironaka resolution and its complexity (2011) (21)
$Q$-universal desingularization (2009) (20)
Local resolution of singularities (1990) (16)
ON MARKOV AND SOBOLEV TYPE INEQUALITIES ON SETS IN ℝn (1993) (16)
Analytic and polynomial homomorphisms of analytic rings (1978) (14)
Resolution of singularities of the cotangent sheaf of a singular variety (2015) (14)
Subanalytic Geometry (2000) (12)
Desingularization by blowings-up avoiding simple normal crossings (2012) (11)
${\mathcal C}^m$-norms on finite sets and ${\mathcal C}^m$ extension criteria (2007) (11)
Complex analytic and formal solutions of real analytic equations in ℂn (1978) (10)
Geometric Auslander criterion for flatness (2009) (10)
Tangential Markov Inequalities Characterize Algebraic Submanifolds of (2000) (9)
Uniform Linear Bound in Chevalley’s Lemma (2005) (9)
Restricted Chebyshev centers of bounded subsets in arbitrary Banach spaces (1979) (9)
The Malgrange-Mather division theorem (1977) (8)
Classical Poincaré metric pulled back off singularities using a Chow-type theorem and desingularization (2006) (8)
Arc-quasianalytic functions (2014) (7)
The Newton diagram of an analytic morphism, and applications to differentiable functions (1983) (7)
Tangential markov inequalities on singular varieties (2006) (7)
Resolution except for minimal singularities II. The case of four variables (2011) (6)
Local analytic invariants and splitting theorems in differential analysis (1987) (6)
On Zariski’s multiplicity problem (2002) (5)
Ideals of holomorphic functions with ^{∞} boundary values on a pseudoconvex domain (1987) (5)
GEOMETRIC AUSLANDER CRITERION FOR FLATNESS OF AN ANALYTIC MAPPING (2009) (5)
Effective criterion for openness of an algebraic morphism (2010) (5)
RELATIONS AMONG ANALYTIC FUNCTIONS II (2017) (5)
Effective Hironaka resolution and its Complexity (with appendix on applications in positive characteristic) (2012) (4)
AN AFFINE BEZOUT TYPE THEOREM AND PROJECTIVE COMPLETIONS OF AFFINE VARIETIES (2009) (4)
The geometric minimal models of analytic spaces (2001) (4)
Flatness in analytic mappings I. On an announcement of Hironaka (1991) (3)
Corrigendum to “Global heat kernel bounds via desingularizing weights” [J. Funct. Anal. 212 (2004) 373–398] (2005) (3)
Geometric Auslander criterion for openness of an algebraic morphism (2010) (3)
Malgrange division by quasianalytic functions (2016) (2)
On the nonexistence of a projection from functions of to functions of ⁿ (1977) (2)
Cm solutions of semialgebraic or definable equations (2020) (2)
Erratum to "Resolution except for minimal singularities I" [Adv. Math. 231 (2012) 3022-3053] (2013) (2)
The Equivalence of the Usual and Quotient Topologies for C ∞(E) when E ⊂ ∝n is Whitney p-Regular (1992) (2)
Examples concerning Whitney's Cm extension problem (2006) (1)
An inductive analytic criterion for flatness (2011) (1)
Construction of universal Thom-Whitney-a stratifications, their functoriality and Sard-type Theorem for singular varieties (2008) (1)
Introduction to Resolution of Singularities (Singularity Theory and its Applications) (2000) (0)
Hsiang-Pati coordinates (2015) (0)
IDEALS OF HOLOMORPHIC FUNCTIONS WITH C00 BOUNDARY VALUES ON A PSEUDOCONVEX DOMAIN EDWARD BIERSTONE AND PIERRE D. MILMAN (1987) (0)
Erratum to “Global heat kernel bounds via desingularizing weights” (2005) (0)
IN DENJOY-CARLEMAN CLASSES (2001) (0)
Apriori termination bound , polynomial complexity in dim 2 (0)
A G ] 1 8 A ug 2 01 1 RESOLUTION EXCEPT FOR MINIMAL SINGULARITIES II (2011) (0)
Białas-Cież, Leokadia; Eggink, Raimondo Equivalence of the local Markov inequality and a Kolmogorov type inequality in the complex (2022) (0)
Explicit Construction of Complete Kahler Metrics of Saper Type by Desingularization (1999) (0)
Universal stratifications and a Bertini-type theorem (2012) (0)
Erratum : lemma 4.5 “Classical Poincaré metric pulled back off singularities using a Chow-type theorem and desingularization” (2007) (0)
GLOBAL HEAT KERNEL BOUNDS VIA DESINGULARIZING WEIGHTS Pierre D. MILMAN and Yu.A. SEMENOV (0)
Local analytic invariants (1988) (0)
Erratum: article Melles-Milman, Lemma 4.5, p. 719-720, fascicule 4, 2006 (2007) (0)

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What Schools Are Affiliated With Pierre Milman?

Pierre Milman is affiliated with the following schools:

Pierre Milman's Academic­Influence.com Rankings

Pierre Milman's Degrees

Why Is Pierre Milman Influential?

Pierre Milman's Published Works

Published Works

Other Resources About Pierre Milman

What Schools Are Affiliated With Pierre Milman?

Pierre Milman's AcademicInfluence.com Rankings