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A QFT for non-semisimple TQFT
T Creutzig, T Dimofte, N Garner, N Geer - ar**-algebra-at/ojm/1455892626.pdf" data-clk="hl=cs&sa=T&oi=gga&ct=gga&cd=6&d=920481110336143553&ei=QpW6Z-ftMNaIieoPtKm4qQU" data-clk-atid="wQALZLE0xgwJ" target="_blank">[PDF] projecteuclid.org
The center of a quantized envelo** algebra at an even root of unity
T Tanisaki - 2016 - projecteuclid.org
We will give an explicit description of the center of the De Concini--Kac type specialization of
a quantized envelo** algebra at an even root of unity. The case of an odd root of unity was …
a quantized envelo** algebra at an even root of unity. The case of an odd root of unity was …
[HTML][HTML] Geometry of the analytic loop group
C De Concini, D Hernandez, N Reshetikhin - Advances in Mathematics, 2013 - Elsevier
We introduce and study a notion of analytic loop group with a Riemann–Hilbert factorization
relevant for the representation theory of quantum affine algebras at roots of unity Uϵ (gˆ) …
relevant for the representation theory of quantum affine algebras at roots of unity Uϵ (gˆ) …
[PDF][PDF] A Kazhdan–Lusztig correspondence for L
The abelian and monoidal structure of the category of smooth weight modules over a non-
integrable affine vertex algebra of rank greater than one is an interesting, difficult and …
integrable affine vertex algebra of rank greater than one is an interesting, difficult and …
Quantum Duality Principle for Quantum Continuous Kac-Moody Algebras
F Gavarini - ar** algebra U_h (g_X) associated with a continuous Kac-
Moody algebra g_X as in [A. Appel, F. Sala," Quantization of continuum Kac-Moody …
Moody algebra g_X as in [A. Appel, F. Sala," Quantization of continuum Kac-Moody …