Richard Brauer

Q: What Schools Are Affiliated With Richard Brauer

Richard Brauer is affiliated with the following schools: Harvard University, Humboldt University of Berlin, University of Freiburg, University of Kentucky, University of Sydney, University of Michigan, University of Wisconsin–Madison, University of Toronto

Richard Brauer's AcademicInfluence.com Rankings

Richard Brauer

Mathematics

#317

Historical Rank

Measure Theory

#708

Historical Rank

mathematics Degrees

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Mathematics

Why Is Richard Brauer Influential?

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According to Wikipedia, Richard Dagobert Brauer was a leading German and American mathematician. He worked mainly in abstract algebra, but made important contributions to number theory. He was the founder of modular representation theory.

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Richard Brauer'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 Algebras Which are Connected with the Semisimple Continuous Groups (1937) (695)
On the Modular Characters of Groups (1941) (284)
Spinors in n Dimensions (1935) (247)
ON GROUPS OF EVEN ORDER (1955) (213)
Theory of group characters (1979) (196)
Some applications of the theory of blocks of characters of finite groups IV (1964) (187)
Finite groups with quasi-dihedral and wreathed Sylow 2-subgroups. (1970) (168)
ON FINITE GROUPS OF EVEN ORDER WHOSE 2-SYLOW GROUP IS A QUATERNION GROUP. (1959) (165)
On Groups Whose Order Contains a Prime Number to the First Power II (1942) (143)
On Artin's L-Series with General Group Characters (1947) (103)
ON BLOCKS AND SECTIONS IN FINITE GROUPS. I. (1967) (97)
Investigations on Group Characters (1941) (93)
ON THE NUMBER OF IRREDUCIBLE CHARACTERS OF FINITE GROUPS IN A GIVEN BLOCK. (1959) (87)
On the Zeta-Functions of Algebraic Number Fields (1947) (81)
On the Regular Representations of Algebras. (1937) (79)
A note on systems of homogeneous algebraic equations (1945) (68)
On the Connection Between the Ordinary and The Modular Characters of Groups of Finite Order (1941) (64)
On simple groups of finite order. I (1945) (52)
An Analogue of Jordan's Theorem in Characteristic p (1966) (50)
A characterization of the one-dimensional unimodular projective groups over finite fields (1958) (49)
On a theorem of H. Cartan (1949) (45)
A Characterization of the Characters of Groups of Finite Order (1953) (42)
A note on theorems of Burnside and Blichfeldt (1964) (40)
On the Structure of Blocks of Characters of Finite Groups (1974) (37)
Defect groups in the theory of representations of finite groups (1969) (33)
On a Problem of E. Artin (1958) (33)
On simple groups of order $5 \cdot 3^a \cdot 2^b$ (1968) (31)
A characterization of the Mathieu group (1966) (30)
On Permutation Groups of Prime Degree and Related Classes of Groups (1943) (30)
On the Characters of Finite Groups (1955) (27)
On the Representation of a Group of Order g in the Field of the g-Th Roots of Unity (1945) (27)
On Finite Groups with an Abelian Sylow Group (1962) (26)
On the Zeta-Functions of Algebraic Number Fields II (1950) (22)
The structure and representation of continuous groups (1955) (21)
On Blocks of Characters of Groups of Finite Order: II. (1946) (21)
On the relation between the orthogonal group and the unimodular group (1965) (18)
On the Arithmetic in a Group Ring. (1944) (18)
Applications of Induced Characters (1947) (18)
On modular and p-adic representations of algebras. (1939) (17)
Theory of finite groups : a symposium (1969) (16)
Notes on Representations of Finite Groups, I (1976) (15)
A characterization of null systems in projective space (1936) (15)
On finite groups with cyclic Sylow subgroups, II (1976) (15)
On the Cartan Invariants of Groups of Finite Order (1941) (14)
A note on the class-numbers of algebraic number fields (1956) (14)
On the resolvent problem (1975) (13)
On quotient groups of finite groups (1964) (13)
On Normal Division Algebras of Index 5. (1938) (12)
Investigation on groups of even order, ii. (1961) (12)
On the Algebraic Structure of Group Rings (1951) (12)
On pseudo groups (1968) (11)
On Blocks of Characters of Groups of Finite Order: I. (1946) (11)
On finite desarguesian planes. III (1965) (10)
On a Theorem of Frobenius (1969) (8)
Blocks of characters and structure of finite groups (1979) (8)
Some properties of finite groups with wreathed Sylow 2-subgroup (1971) (8)
On the Representation of Groups of Finite Order. (1939) (8)
Character theory of finite groups with wreathed Sylow 2-subgroups☆ (1971) (7)
On simple groups of order 5⋅3^{}⋅2^{} (1968) (7)
On The Centralizers of p‐Elements in Finite Groups (1974) (6)
On finite projective groups (1977) (6)
ON BLOCKS OF REPRESENTATIONS OF FINITE GROUPS. (1961) (6)
On sets of matrices with coefficients in a division ring (1941) (6)
On the nilpotency of the radical of a ring (1942) (6)
A note on zeta-functions of algebraic number fields (1973) (6)
On finite groups and their characters (1963) (5)
Some Results on Finite Groups Whose Order Contains a Prime to the First Power (1966) (5)
On groups of even order with an abelian 2-Sylow subgroup (1962) (5)
On certain classes of positive definite quadratic forms (1964) (4)
On finite Desarguesian planes. I (1965) (4)
On finite Desarguesian planes. II (1966) (3)
INVESTIGATION ON GROUPS OF EVEN ORDER, I. (1961) (3)
A note on Hilbert's Nullstellensatz (1948) (3)
On the first main theorem on blocks of characters of finite groups (1970) (3)
The Extended ZJ-Theorem (1973) (2)
Review: Francis D. Murnaghan, The Theory of Group Representations (1941) (2)
On Splitting Fields of Simple Algebras (1947) (2)
Theory of algebras, and finite groups (1980) (1)
Book Review: C. C. MacDuffee, Vectors and matrices (1946) (1)
On a theorem of burnside (1967) (1)
On the resolvent problem (1976) (0)
Galois theory : Harvard University, May 1958 (1958) (0)
Finite groups, Lie groups, number theory, polynomials and equations : geometry, and biography (1980) (0)
Book Review: The Theory of Group Representations (1941) (0)
THEORY OF FINITE GROUPS. Symposium Held in Boston, May 2--4, 1968. (1969) (0)
Review: Harris Hancock, Development of the Minkowski Geometry of Numbers (1942) (0)
Review: Oystein Ore, L'algèbre abstraite (1937) (0)
Book Review: L'algèbre abstraite (1937) (0)
Review of Publications - Cycles of Reduced Ideals in Quadratic Fields by E. L. Ince (1936) (0)
Selected Mathematical Reviews Related to the Paper in the Previous Section By (0)
THE AMERICAN MATHEMATICAL SOCIETY. (0)

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What Schools Are Affiliated With Richard Brauer?

Richard Brauer is affiliated with the following schools:

Richard Brauer's Academic­Influence.com Rankings