%0 Journal Article
%T Quantum Integrable 1D anyonic Models: Construction through Braided Yang-Baxter Equation
%A Anjan Kundu
%J Symmetry, Integrability and Geometry : Methods and Applications
%D 2010
%I National Academy of Science of Ukraine
%X Applying braided Yang-Baxter equation quantum integrable and Bethe ansatz solvable 1D anyonic lattice and field models are constructed. Along with known models we discover novel lattice anyonic and q-anyonic models as well as nonlinear Schr dinger equation (NLS) and the derivative NLS quantum field models involving anyonic operators, N-particle sectors of which yield the well known anyon gases, interacting through ¦Ä and derivative ¦Ä-function potentials.
%K nonultralocal model
%K braided YBE
%K quantum integrability
%K 1D anyonic and q-anyonic lattice models
%K anyonic NLS and derivative NLS field models
%K algebraic Bethe ansatz
%U http://dx.doi.org/10.3842/SIGMA.2010.080