Peter Landweber | Academic Influence

Peter Landweber's AcademicInfluence.com Rankings

Peter Landweber

Mathematics

#1471

World Rank

#2406

Historical Rank

#602

USA Rank

Measure Theory

#3434

World Rank

#4052

Historical Rank

#991

USA Rank

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Mathematics

Peter Landweber's Degrees

PhD Mathematics University of California, Berkeley
Bachelors Mathematics University of California, Berkeley

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Why Is Peter Landweber Influential?

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According to Wikipedia, Peter Steven Landweber is an American mathematician working in algebraic topology. Landweber studied at the University of Iowa and Harvard University , where he graduated in 1965 after studying under Raoul Bott . He was then Assistant Professor at the University of Virginia and at Yale University from 1968 to 1970. From 1967 to 1968 he was at the Institute for Advanced Study in Princeton, New Jersey. In 1970, he became Associate Professor at Rutgers University, where he taught from 1974 until his retirement in 2007. From 1974 to 1975 he was a NATO fellow at the University of Cambridge. Since 2007, he is a Professor Emeritus at Rutgers University.

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Peter Landweber'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

Manifolds and modular forms (1992) (383)
Elliptic Curves and Modular Forms in Algebraic Topology (1988) (237)
Homological Properties of Comodules Over MU ∗ (MU) and BP ∗ (BP) (1976) (185)
Cobordism operations and Hopf algebras (1967) (95)
Elliptic cohomology and modular forms (1988) (79)
Three Theorems on Phrase Structure Grammars of Type 1 (1963) (75)
Circle actions on spin manifolds and characteristic numbers (1988) (65)
Annihilator ideals and primitive elements in complex bordism (1973) (65)
Review: Douglas C. Ravenel, Complex cobordism and stable homotopy groups of spheres (1988) (63)
Periodic Cohomology Theories Defined by Elliptic Curves (2004) (62)
Conjugations on complex manifolds and equivariant homotopy of $MU$ (1968) (55)
Associated prime ideals and Hopf algebras (1973) (49)
The depth of rings of invariants over finite fields (1987) (38)
On Equivariant Maps Between Spheres with Involutions (1969) (33)
Supersingular elliptic curves and congruences for legendre polynomials (1988) (32)
KUNNETH FORMULAS FOR BORDISM THEORIES( (1966) (31)
Decision Problems of Phrase-Structure Grammars (1964) (27)
Invariant regular ideals in Brown-Peterson homology (1975) (22)
Elements of Infinite Filtration in Complex Cobordism. (1972) (22)
${\rm BP}\sb\ast({\rm BP})$ and typical formal groups (1975) (19)
Fixed Point Free Conjugations on Complex Manifolds (1967) (16)
New applications of commutative algebra to brown-peterson homology (1979) (15)
Elliptic genera: An introductory overview (1988) (14)
Symmetric topological complexity of projective and lens spaces (2008) (14)
Equivariant bordism and cyclic groups (1972) (14)
Complex structures on open manifolds (1974) (14)
On D. Haegele's approach to the Bessis-Moussa-Villani conjecture (2007) (13)
Complex bordism of classifying spaces (1971) (13)
On the complex bordism and cobordism of infinite complexes (1970) (11)
Optimality for totally real immersions and independent mappings of manifolds into C^N (2012) (11)
Elliptic curves and modular forms in algebraic topology : proceedings of a conference held at the Institute for Advanced Study, Princeton, Sept. 15-17, 1986 (1988) (10)
The integral cohomology of configuration spaces of pairs of points in real projective spaces (2010) (9)
A bilinear form for spin manifolds (1987) (7)
On Fiber Diameters of Continuous Maps (2015) (7)
On the symplectic bordism groups of the spaces ${\rm Sp}(n)$, ${\rm HP}(n)$, and ${\rm BSp}(n)$. (1968) (7)
Review: S.-Y. Kuroda, Classes of Languages and Linear-Bounded Automata (1967) (5)
Steenrod representability of stable homology (1967) (5)
On symmetric maps between spheres and equivariant k-theory (1970) (5)
Unique factorization in graded power series rings (1974) (4)
Estimating the higher symmetric topological complexity of spheres (2011) (4)
Injective $BP_{\ast}BP$-comodules and localizations of Brown-Peterson homology (1981) (4)
Manifolds Admitting Generic Immersions into $\mathbb{C}^N$ (2007) (4)
The bordism class of an SU-manifold (1967) (4)
Totally Real Mappings and Independent Mappings (2013) (3)
The signature of symplectic and self-conjugate manifolds (1979) (3)
A survey of bordism and cobordism (1986) (3)
A note on the thick subcategory theorem (1996) (2)
On the complex bordism of Eilenbeg-Mac Lane spaces and connective coverings of (1971) (2)
The bordism class of a quasi-symplectic manifold (1968) (2)
A marriage of manifolds and algebra : the mathematical work of Peter Landweber (2007) (2)
On the embedding dimension of 2-torsion lens spaces (2009) (2)
Finite homological dimension of _{∗}() for infinite complexes (1982) (2)
A problem of adams on H* (BG;Zp) (1985) (2)
On Panov’s theorem (1974) (2)
3 Persons, 2 Cuts: A Maximin Envy-Free and a Maximally Equitable Cake-Cutting Algorithm (2018) (1)
Abstract. Let D1R Qt denote the category of comodules over MU*(MU) which are finitely presented as MU.-modules. We give a criterion for an MU*-module G to have the property that the functor M M M0MU*G is exact (2016) (0)
CR structures on open manifolds (2014) (0)
Kuroda S.-Y.. Classes of languages and linear-bounded automata. Information and control, vol. 7 (1964), pp. 207–223. (1967) (0)
Three Persons, Two Cuts: A New Cake-Cutting Algorithm (2022) (0)
K-theory of S 7 /Q8 and a counterexample to a result of P.M. Akhmet'ev (2010) (0)
FINITE HOMOLOGICAL DIMENSION OF BP*( X) FOR INFINITE COMPLEXES (2010) (0)
KÜNNETH FORMULAS FOR BORDISM THEORIESO (2010) (0)
Book Review: Nilpotence and periodicity in stable homotopy theory (1994) (0)

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