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Katsoulis, Elias G. - Department of Mathematics, East Carolina University
SEMICROSSED PRODUCTS OF OPERATOR ALGEBRAS AND THEIR C
ISOMORPHISMS OF ALGEBRAS ASSOCIATED WITH DIRECTED GRAPHS
BIHOLOMORPHISMS OF THE UNIT BALL OF Cn AND SEMICROSSED PRODUCTS
SEMICROSSED PRODUCTS OF THE DISK ALGEBRA KENNETH R. DAVIDSON AND ELIAS G. KATSOULIS
CONTRIBUTIONS TO THE THEORY OF -CORRESPONDENCES WITH APPLICATIONS TO
PRIMITIVE LIMIT ALGEBRAS AND C*-ENVELOPES KENNETH R. DAVIDSON AND ELIAS KATSOULIS
Contemporary Mathematics Nonself-adjoint operator algebras
THE STRUCTURE OF FREE SEMIGROUP ALGEBRAS KENNETH R. DAVIDSON, ELIAS KATSOULIS, AND DAVID R. PITTS
Operator algebras for multivariable dynamics
DILATING COVARIANT REPRESENTATIONS OF THE NON-COMMUTATIVE DISC ALGEBRAS
ISOMORPHISMS BETWEEN TOPOLOGICAL CONJUGACY ALGEBRAS.
APPLICATIONS OF THE WOLD DECOMPOSITION TO THE STUDY OF ROW CONTRACTIONS
GEOMETRY OF THE UNIT BALL AND REPRESENTATION THEORY FOR OPERATOR
" Two-step nilpotent Lie algebras of type (p,q) " Patrick Eberlein
SEMICROSSED PRODUCTS OF SIMPLE C*-ALGEBRAS.
COMPACT OPERATORS AND NEST REPRESENTATIONS OF LIMIT ALGEBRAS
-ENVELOPE OF THE TENSOR ALGEBRA OF A DIRECTED GRAPH
TENSOR ALGEBRAS OF C -CORRESPONDENCES
Project Summary Impact of the proposed project on Mathematics. The area of operator algebras is
MEET IRREDUCIBLE IDEALS AND REPRESENTATIONS OF LIMIT ALGEBRAS
NEST REPRESENTATIONS OF DIRECTED GRAPH ALGEBRAS
Dilation theory, commutant lifting and semicrossed products
