Stephen Lichtenbaum
American mathematician
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Mathematics
Stephen Lichtenbaum's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Princeton University
Why Is Stephen Lichtenbaum Influential?
(Suggest an Edit or Addition)According to Wikipedia, Stephen Lichtenbaum is an American mathematician who is working in the fields of algebraic geometry, algebraic number theory and algebraic K-theory. Lichtenbaum was an undergraduate at Harvard University , where he also obtained his Ph.D. in 1964 . After that, he was a lecturer at the Princeton University, in 1960 he was assistant professor at Cornell University, where he became associate professor in 1969 and professor in 1973. From 1979 to 1982 he was a member of the Faculty Board. Since 1990 he is professor at Brown University, where he was chairman from 1994 to 1997. He was also a visiting scientist at Institute for Advanced Study , University of Paris , IHES , MSRI , Isaac Newton Institute . Since 2003, he has been an associate professor at the University of Paris Chevalaret.
Stephen Lichtenbaum's Published Works
Published Works
- THE COTANGENT COMPLEX OF A MORPHISM (1967) (246)
- Duality theorems for curves overP-adic fields (1969) (229)
- On the vanishing of Tor in regular local rings (1966) (139)
- Curves Over Discrete Valuation Rings (1968) (127)
- Values of zeta-functions at non-negative integers (1984) (115)
- Values of zeta-functions, étale cohomology, and algebraic K-theory (1973) (113)
- A SPECTRAL SEQUENCE FOR MOTIVIC COHOMOLOGY (1994) (113)
- The construction of weight-two arithmetic cohomology (1987) (87)
- THE PERIOD-INDEX PROBLEM FOR ELLIPTIC CURVES. (1968) (82)
- On l-Adic Zeta Functions (1973) (77)
- The Weil-étale topology on schemes over finite fields (2005) (71)
- Connectedness of the Hilbert scheme (2017) (62)
- The Weil-étale topology for number rings (2005) (59)
- On the Values of Zeta and L-Functions: I (1972) (54)
- New Results on Weight-Two Motivic Cohomology (1990) (38)
- Onp-adicL-functions associated to elliptic curves (1980) (26)
- Zeta-Functions of Varieties Over Finite Fields at s=1 (1983) (25)
- A cohomological bound for the h-topology (2001) (21)
- Suslin Homology and Deligne 1-Motives (1993) (16)
- THE WEIL- ETALE TOPOLOGY (2001) (10)
- Jacobi-sum Hecke characters and Gauss-sum identities (1983) (7)
- Behavior of the Zeta-Function of Open Surfaces at $s=1$ (1989) (4)
- Special Values of Zeta Functions of Schemes (2017) (4)
- SPECIAL VALUES OF ZETA-FUNCTIONS OF REGULAR SCHEMES (2022) (2)
- The constant in the functional equation and derived extrior powers (2018) (2)
- Jacobi-sum Hecke characters of imaginary quadratic fields (1984) (2)
- The conjectures of Artin-Tate and Birch-Swinnerton-Dyer (2021) (2)
- Alexandre Grothendieck, 1928–2014, Part 2 (2016) (2)
- A generalization of class field theory using motivic complexes (2005) (2)
- Imprisoned argentine scientist. (1977) (1)
- Values of L-Functions of Jacobi-Sum Hecke Characters of Abelian Fields (1982) (1)
- Soulé's Theorem (2015) (0)
- Memorial Article for John Tate (2021) (0)
- the study of geometrical questions on regular two-dimensional preschemes. (2016) (0)
- Regulators and Zeta-functions (2015) (0)
- Imprisoned Argentine Scientist (1977) (0)
- VALUES OF ZETA FUNCTIONS OF ARITHMETIC SURFACES AT (2021) (0)
- A Nullstellensatz for Higher Derivations (1971) (0)
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