Joel Brawley
#103,653
Most Influential Person Now
American mathematician
Joel Brawley's AcademicInfluence.com Rankings
Joel Brawleymathematics Degrees
Mathematics
#5709
World Rank
#8020
Historical Rank
#1833
USA Rank
Algebra
#354
World Rank
#488
Historical Rank
#68
USA Rank
Group Theory
#555
World Rank
#653
Historical Rank
#109
USA Rank
Number Theory
#542
World Rank
#670
Historical Rank
#88
USA Rank

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Mathematics
Joel Brawley's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Stanford University
Why Is Joel Brawley Influential?
(Suggest an Edit or Addition)According to Wikipedia, Joel Vincent Brawley, Jr. is the Alumni Distinguished Professor of Mathematical Sciences at Clemson University. Brawley is reputed nationally for being a prolific mathematics educator and is regarded highly for his teaching abilities. Brawley is also a prominent researcher in the field of algebra, specifically finite fields.
Joel Brawley'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
- Some Cryptographic Applications of Permutation Polynomials (1977) (36)
- Irreducibles and the composed product for polynomials over a finite field (1987) (35)
- Infinite algebraic extensions of finite fields (1989) (32)
- Scalar Polynomial Functions on the NxN Matrices over a Finite Field. (1975) (25)
- Enumeration of matrices with prescribed row and column sums (1973) (14)
- Involutory matrices over finite commutative rings (1978) (12)
- Functions and polynomials over Galois rings (1992) (12)
- Computing Composed Products of Polynomials (1999) (11)
- Associative Rational Functions in Two Variables (2001) (11)
- A Characterization of the n × n Matrices over a Finite Field (1973) (11)
- Involutory commutants with some applications to algebraic cryptography. I. (1966) (9)
- Polynomials which permute the matrices over a field (1987) (8)
- Similarity to Symmetric Matrices over Finite Fields (1998) (8)
- Linear permutation polynomials with coefficients in a subfield (1973) (8)
- The Number of Polynomial Functions which Permute the Matrices over a Finite Field (1976) (6)
- Power Sums of Matrices over a Finite Field. II. (1974) (6)
- Certain sets of involutary matrices and their groups (1969) (6)
- Polynomials over a ring that permute the matrices over that ring (1976) (5)
- A test for additive decomposability of irreducibles over a finite field (1989) (5)
- Similar Involutory Matrices (mod p m ) (1966) (5)
- Composed products and module polynomials over finite fields (1993) (5)
- Equivalences of Vigenere Systems (1977) (4)
- Equivalence classes of involutory mappings (1972) (4)
- On the ranks of bases of vector spaces of matrices (1970) (3)
- In Memory of Jack Levine (1907–2005) (2006) (3)
- Mathematical Models in Public-Key Cryptology (1999) (2)
- Vandermonde independent matrices, basic sets, and polynomial matrix functions over a finite field (1986) (2)
- An Addendum to the Paper “A Characterization of the n × n Matrices Over a Finite Field” (1973) (2)
- ON DENSITY OF PRIMITIVE ELEMENTS FOR FIELD EXTENSIONS (2004) (2)
- Dedicated to Leonard Carlitz (1995) (2)
- Similarity to symmetric matrices over fields which are not formally real (1975) (2)
- Recollections of Leonard Carlitz (including: The publications of Leonard Carlitz) (2012) (1)
- Fields that admit a nonlinear permutation polynomial (1989) (1)
- A NOTE OF EQUIVALENCE CLASSES OF MATRICES OVERA FINITE FIELD (1981) (1)
- Equivalence classes of linear mappings with applications to algebraic cryptography, I (1972) (1)
- Involutory commutants with some applications to algebraic cryptography. II (1967) (1)
- A note on polynomial matrix functions over a finite field (1979) (1)
- Linear Algebra (1999) (1)
- Infinite Latin squares containing nested sets of mutually orthogonal finite Latin squares (2022) (1)
- On distribution by rank of bases for vector spaces of matrices over a finite field (1981) (1)
- Mathematical Models in Classical Cryptology (1999) (1)
- Chapter 5: Two applications (1989) (0)
- Vigenere Systems over a Finite Field. (1973) (0)
- Equivalences of Vigenere Systems Over Finite Groups. (1974) (0)
- A Linear Algebra Problem Over Finite Fields. (1977) (0)
- Mathematical Models in Public-Key Cryptology { draft 5 / 26 / 99 } (1999) (0)
- Chapter 4: Polynomials and polynomial functions (1989) (0)
- Counting Matrices by Drazin Index (1982) (0)
- Chapter 2: Algebraic extensions of finite fields (1989) (0)
- Chapter 3: Iterated presentations and explicit bases (1989) (0)
- Chapter 1: A survey of some finite field theory (1989) (0)
- Enumeration of Canonical Sets by Rank (1967) (0)
- Scalar polynomial functions on the nonsingular matrices over a finite field (1992) (0)
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