Full Name
Tan, M.-C.
Tan, Meng Chwan
Tan, M.-C.
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Results 1-17 of 17 (Search time: 0.008 seconds).

Issue DateTitleAuthor(s)
1Feb-2014A topological Chern-Simons sigma model and new invariants of three-manifoldsLuo, Y.; Tan, M.-C. 
22019Boundary N=2 Theory, Floer Homologies, Affine Algebras, and the Verlinde FormulaMEER ASHWINKUMAR MUHYIDIN ; Png, Kee-Seng; TAN MENG CHWAN 
32018Equivariant branes and equivariant homological mirror symmetryAshwinkumar, M ; Tan, M.-C 
4Aug-2009Equivariant cohomology of the chiral de Rham complex and the half-twisted gauged sigma modelTan, M.-C. 
52017Four-dimensional N = 2 supersymmetric theory with boundary as a two-dimensional complex Toda theoryLuo, Y ; Tan, M.-C ; Vasko, P ; Zhao, Q 
61-Mar-2008Gauging spacetime symmetries on the worldsheet and the geometric Langlands programTan, M.-C. 
71-Sep-2008Gauging spacetime symmetries on the worldsheet and the geometric Langlands program - IITan, M.-C. 
82011Integration over the u-plane in Donaldson theory with surface operatorsTan, M.-C. 
92013M-theoretic derivations of 4d-2d dualities: From a geometric Langlands duality for surfaces, to the AGT correspondence, to integrable systemsTan, M.-C. 
102014N = 2 supersymmetric gauge theories and quantum integrable systemsLuo, Y ; Tan, M.-C ; Yagi, J 
112012Notes on the ramified Seiberg-Witten equations and invariantsTan, M.-C. 
122015Quasi-topological gauged sigma models, the geometric Langlands program, and knotsTan, Meng Chwan 
13Jan-2011Supersymmetric surface operators, four-manifold theory and invariants in various dimensionsTan, M.-C. 
14Jun-2008The half-twisted orbifold sigma model and the Chiral de Rham complexTan, M.-C. 
151-Jul-2007Two-dimensional twisted sigma models, the mirror chiral de Rham complex, and twisted generalised mirror symmetryTan, M.-C. 
162019Unifying Lattice Models, Links and Quantum Geometric Langlands via Branes in String TheoryMEER ASHWINKUMAR MUHYIDIN ; TAN MENG CHWAN 
172015Ω-deformation of B-twisted gauge theories and the 3d-3d correspondenceLuo, Y ; Tan, M.-C ; Yagi, J; Zhao, Q