the entire directory only in Algebra/People

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See also:

• Computers: Algorithms: Computational Algebra: People (5)

• Adams, William W. - University of Maryland. Groebner bases; Computer algebra.
• Aramova, Annetta - University of Essen. Commutative Algebra.
• Arnold, Elizabeth A. - James Madison University. Groebner Bases and Computer Algebra. Publications.
• Ash, Robert - University of Illinois. Downloadable texts in Abstract Algebra, Algebraic Number Theory, Commutative Algebra (PDF).
• Barwick, Clark - Institute of Advanced Study. Research interests include homotopical algebra and some areas of math analysis. Page includes publications and curriculum vitae.
• Bazzotti, Laura - Genoa University. Computational Commutative Algebra. Publications, CoCoA resources.
• Chapman, Scott - Sam Houston State University, Huntsville, Texas. Commutative algebra, finite abelian groups, combinatorics and number theory: especially factorization of elements in integral domains and monoids.
• Chatters, Arthur - University of Bristol. Non-commutative ring theory,properties of Noetherian rings. Publications, thesis.
• Colleagues in General Algebra and Related Fields - A list compiled by Emil W. Kiss, Ágnes Szendrei and Keith Kearnes.
• Commutative Algebraists - List of email and web addresses at the Center for Commutative Algebra.
• Crans, Alissa S. - Loyola Marymount University. Higher-dimensional algebra: Lie theory with elements of category theory, knot theory and Lie algebra cohomology. Publications, thesis.
• Erovenko, Igor - University of North Carolina at Greensboro, NC, USA. Algebraic groups and algebraic number theory. Linear groups and their combinatorial properties, particularly bounded generation of S-arithmetic groups. List of papers, CV, teaching information.
• Folk in Group Pub Forum - Members of a group theory mailing list.
• Hanaki, Akihide - Shinshu University. Representation Theory of Finite Groups; Algebraic Combinatorics; Computational Algebra.
• Holt, Derek - University of Warwick. Group theory.
• Kearnes, Keith A. - University of Colorado. Algebra, Logic, Combinatorics. Resources in general algebra, universal algebra and lattice theory.
• Lady, E. Lee - University of Hawaii. Notes on algebra and teaching materials.
• Larsen, Michael - Indiana University. Algebraic number theory; algebraic geometry; group theory (finite, finitely generated, compact, or algebraic); homological algebra; algebraic combinatorics; applied algebra. Teaching notes, Putnam competition information.
• Neumann, Peter M. - The Queen's College, University of Oxford. Varieties of groups; finite permutation groups; infinite permutation groups; design of group-theoretic algorithms; soluble groups; quantitative topics in group theory; matrices over finite fields; miscellaneous questions in combinatorics, geometry and general group theory; history of group theory. Chairman of the UK Mathematics Trust.
• Renshaw, Jim - University of Southampton. Algebraic semigroups, semigroup amalgams, automata/category theory, computer aided learning. Publications, teaching material, semigroup resources.
• Representation Theorist Home Pages - Home pages of researchers.
• Rickard, Jeremy - University of Bristol. Modular representation theory of finite groups and related areas of algebraic topology; Homological algebra; Representation theory of finite-dimensional algebras. Publications, resources.
• Ring Theorist Lists - Compiled by A.D. Bell.
• Schofield, Aidan - University of Bristol. Representation theory of finite dimensional algebras; Vector bundles on curves and surfaces; Invariant theory and the study of rings with polynomial identities. Teaching resources.
• Semigroup Theorists - Compiled by Jim Renshaw.
• Sepanski, Mark - Associate professor at Baylor University. Research is in the field of Lie theory and representation theory. Includes list of publications and courses taught.
• Singerman, David - University of Southampton. Fuchsian groups and non-Euclidean crystallographic (NEC) groups and their applications to Riemann surfaces and dessins d'enfants.
• Spingarn, Jonathan - Linear and discrete mathematics. Georgia Institute of Technology. Lists class notes and schedules.
• Swallow, John - Davidson College, NC. Computational aspects of Galois embedding problem; character groups and Brauer groups of fields; Galois module structure of p-th power classes; Galois module structure of Milnor K-theory. Publications and software.
• Weibel, Charles - Rutgers. Algebraic K-theory, homological algebra. On-line texts and notes in algebra, history; journal information.

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