Kahng, Byung-Jay - Department of Mathematics and Statistics, Canisius College

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Kahng, Byung-Jay - Department of Mathematics and Statistics, Canisius College

Laplacians of Covering Complexes Richard Gustavson1
MATH 341 (Sec. A) Instructor: Byung-Jay Kahng Spring 2011 Office: WT 304B
NON-COMPACT QUANTUM GROUPS ARISING FROM HEISENBERG TYPE LIE BIALGEBRAS
A (2n + 1)-DIMENSIONAL QUANTUM GROUP CONSTRUCTED FROM A SKEW-SYMMETRIC MATRIX
Spectra of Semidirect Products of Cyclic Groups
Illinois Journal of Mathematics Volume 48, Number 2, Summer 2004, Pages 000000
Cyclic Cayley Graphs and their Characteristic Polynomials
Journal of Geometry and Physics 56 (2006) 485511 Quantizations of some PoissonLie groups
Harmonic Maps on Cayley Graphs and Compactification
Compactification and the Dirichlet Problem at Infinity Harmonic Maps and The Dirichlet Problem
Spectra of Semidirect Products of Cyclic Groups University of Minnesota-Twin Cities
Kazhdan's Property (T) Kazhdan Graph Structures
Research Description and Plans (Byung-Jay Kahng) In "non-commutative [or quantum] geometry", C-algebras take the roles
Categorical Introduction to Dynamical Systems Symbolic Dynamical Systems
C*-algebras of graph products Ann Johnston (Harvey Mudd College)
Zeta Functions of Graph Covers Mollie Stein
Existence of topological entropy preserving subsystems weakly embeddable in symbolic dynamical systems
Extensions of the Heisenberg Group Laura Janssen
A MODIFICATION OF THE PENROSE APERIODIC TILING VIVIAN OLSIEWSKI HEALEY
A Study of Hitting Times for Undirected Cayley Graphs1 Ari Binder2
Hitting Times for Finite and Infinite Graphs Ari Binder, Williams College
DEFORMATION QUANTIZATION OF CERTAIN NON-LINEAR POISSON STRUCTURES
J. Ramanujan Math. Soc. 18, No.4 (2003) 130 Haar measure on a locally compact quantum group
CONSTRUCTION OF A QUANTUM HEISENBERG BYUNG-JAY KAHNG
Houston Journal of Mathematics c University of Houston
J. OPERATOR THEORY 00:0(0000), 101110
Houston Journal of Mathematics c 2002 University of Houston
Extensions of the Heisenberg Group Laura Janssen
Graph Fortresses and Cheeger Values Gregory Gauthier1
Expander Graphs and Applications Amelia Wallace
C*-algebras of Graph Products Ann Johnston and Andrew Reynolds
CALCULATING THE IHARA-ZETA FUNCTION FOR PSL(2, Z2n ) CASEY GREEN, ELIZABETH WICKS AND STRATOS PRASSIDIS
TWISTING OF THE QUANTUM DOUBLE AND THE WEYL ALGEBRA
Graph Fortresses and Cheeger Values Gregory Gauthier