Joachim Schwermer | Academic Influence

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Joachim Schwermer

Mathematics

#3312

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#4917

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Measure Theory

#4602

World Rank

#5387

Historical Rank

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Joachim Schwermer

History

#4957

World Rank

#6835

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Mathematics
History

Joachim Schwermer's Degrees

PhD Mathematics University of Bonn

Why Is Joachim Schwermer Influential?

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According to Wikipedia, Joachim Schwermer is a German mathematician, specializing in number theory. Schwermer received his Abitur in 1969 at Aloisiuskolleg in Bad Godesberg and then studied mathematics at the University of Bonn. After graduating in 1974 with his Diplom, he received in 1977 his Promotion underi Günter Harder with thesis . In 1982 he received his Habilitation from the University of Bonn. From 1986 he was a professor at the Catholic University of Eichstätt-Ingolstadt, then at the University of Düsseldorf, and finally in the 2000s at the University of Vienna. During the academic year 1980–1981 Schwermer was a visiting scholar at the Institute for Advanced Study. In 1987 he was awarded the Gay-Lussac-Humboldt-Prize.

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Joachim Schwermer'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

On the Eisenstein cohomology of arithmetic groups (2004) (118)
On liftings and cusp cohomology of arithmetic groups (1986) (82)
A decomposition of spaces of automorphic forms, and the Eisenstein cohomology of arithmetic groups (1998) (80)
The Shaping of Arithmetic after C. F. Gauss’s Disquisitiones Arithmeticae (2007) (79)
The integral homology ofSL2 andPSL2 of euclidean imaginary quadratic integers (1983) (54)
Free non-abelian quotients of SL2 over orders of imaginary quadratic numberfields (1981) (51)
On the cuspidal cohomology of $S$-arithmetic subgroups of reductive groups over number fields (1996) (46)
Cohomology of arithmetic groups, automorphic forms and L-functions (1990) (45)
Eisenstein series and cohomology of arithmetic groups: The generic case (1994) (44)
Geometric cycles, arithmetic groups and their cohomology (2010) (43)
Cohomology of Arithmetic Groups and Automorphic Forms (1990) (41)
On arithmetic quotients of the Siegel upper half space of degree two (1986) (39)
On Euler products and residual Eisenstein cohomology classes for Siegel modular varieties (1995) (36)
Arithmetic quotients of hyperbolic 3-space, cusp forms and link complements (1981) (36)
Subgroups of Bianchi groups and arithmetic quotients of hyperbolic 3-space (1993) (34)
AUTOMORPHIC REPRESENTATIONS AND COHOMOLOGY OF ARITHMETIC GROUPS (2001) (33)
A nonvanishing theorem for the cuspidal cohomology of SL2 over imaginary quadratic integers (1981) (31)
Mixed Hodge structures and automorphic forms for Siegel modular varieties of degree two (1990) (30)
INTERSECTION NUMBERS OF SPECIAL CYCLES (1993) (27)
Holomorphy of Eisenstein series at special points and cohomology of arithmetic subgroups of SLn (Q). (1986) (27)
Cohomology of arithmetic subgroups of SL3 at infinity. (1982) (26)
The integral homology of SL 2 and PSL 2 of euclidean imaginary quadr (1983) (26)
On the cuspidal cohomology of arithmetic groups (2009) (20)
Constructions of automorphic forms and related cohomology classes for arithmetic subgroups of $G_2$ (1993) (19)
A Delicate Collaboration: Adrian Albert and Helmut Hasse and the Principal Theorem in Division Algebras in the Early 1930’s (2005) (14)
On the growth of the first Betti number of arithmetic hyperbolic 3-manifolds (2012) (14)
On Residual Cohomology Classes Attached to Relative Rank One Eisenstein Series for the Symplectic Group (2010) (12)
The Lefschetz number of an involution on the space of harmonic cusp forms ofSL3 (1983) (11)
Geometry and arithmetic cycles attached to SL3 (Z)—I (1986) (10)
A note on link complements and arithmetic groups (1980) (10)
On the concept of level for subgroups of SL2 over arithmetic rings (1999) (9)
Central morphisms and cuspidal automorphic representations (2018) (9)
On the cohomology of uniform arithmetically defined subgroups in SU*(2n) (2011) (8)
An arithmetic formula for a topological invariant of Siegel modular varieties (1998) (8)
Special Cycles and Automorphic Forms on Arithmetically Defined Hyperbolic 3-Manifolds (2004) (7)
Reduction Theory of Quadratic Forms: Towards Räumliche Anschauung in Minkowski’s Early Work (2007) (5)
On mixed Hodge structures of Shimura varieties attached to inner forms of the symplectic group of degree two (2009) (5)
An exercise in automorphic cohomology - the case GL2 over a quaternion algebra (2013) (4)
Eisenstein series, cohomology of arithmetic groups, andautomorphic L-functions at half integral arguments (2014) (4)
On arithmetic subgroups of a Q-rank 2 form of SU(2, 2) and their automorphic cohomology (2005) (3)
Emil Artin and Beyond--Class Field Theory and L-Functions (2015) (3)
Beyond Class Field Theory: Helmut Hasse’s arithmetic in the Theory of algebras in Early 1931 (2007) (3)
Geometric cycles, Albert algebras and related cohomology classes for arithmetic groups (2011) (3)
On Eisenstein series and the cohomology of arithmetic groups (2010) (2)
History of Mathematics of the Early 20th Century: The Role of Transition (2008) (2)
Emigration of Mathematicians and Transmission of Mathematics: Historical Lessons and Consequences of the Third Reich (2011) (2)
A construction of residues of Eisenstein series and related square-integrable classes in the cohomology of arithmetic groups of low k-rank (2019) (2)
Cohomology of arithmetic groups and automorphic forms : proceedings of a conference held in Luminy/Marseille, France, May 22-27, 1989 (1990) (2)
Creating a life: Emil Artin in America (2012) (2)
Composition of Quadratic Forms: An Algebraic Perspective (2007) (1)
Eisenstein series and the top degree cohomology of arithmetic subgroups of SLn/ℚ (2021) (1)
Minkowski in Königsberg 1884: A talk in Lindemann’s colloquium (2010) (1)
Nonvanishing square-integrable automorphic cohomology classes: the case GL(2) over a central division algebra (2020) (1)
The collaboration of Emil Artin and George Whaples: Artin’s mathematical circle extends to America (2012) (0)
The collaboration of Emil Artin and George Whaples: Artin’s mathematical circle extends to America (2012) (0)
Emil Artin's Iceland Journal 1925: “A World of Good”, edited by Tom Artin (ed) and Karin Tate (trans) (2015) (0)
Harmonic forms, Eisenstein series and arithmetic quotients attached to Sp$_4$(Symposium on Automorphic Forms) (1985) (0)
Erratum to "On the cuspidal cohomology of $S$-arithmetic subgroups of reductive groups over number fields " (2019) (0)
Algebraic Groups over the Adeles-Criteria for Compactness, Finite Invariant Volume and Properness Verfasser (2011) (0)
Eisenstein series and the top degree cohomology of arithmetic subgroups of $SL_n/\mathbb{Q}$ (2020) (0)
Arithmetic groups acting on quaternion hyperbolic spaces-structure and geometric construction of homology (2009) (0)
Eisenstein series for rank one unitary groups and some cohomological applications (2021) (0)
Reduction Theory and Arithmetic Groups (2022) (0)
On the growth of the rst Betti number of arithmetic hyperbolic 3-manifolds (2015) (0)
On the growth of the rst Betti number of arithmetic hyperbolic 3-manifolds (2015) (0)
The stable rank of arithmetic orders in division algebras – an elementary approach (2011) (0)
Käte Hey and Margaret Matchett—Two Women PhD Students of Emil Artin (2017) (0)
Automorphic Forms: New Directions (2011) (0)
Corrigendum: On the cuspidal cohomology of S-arithmetic subgroups of reductive groups over number fields (2021) (0)

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