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Integral Geometry Methods on Derived Categories in the Geometrical Langlands Program
Submission Deadline: Nov. 30, 2014
Lead Guest Editor
Research Department in Mathematics and Engineering, Technological Institute of High Studies of Chalco (TESCHA), Chalco, Mexico
Guest Editor
  • Yuri Stropovsvky
    Baikov Institute of Material Sciencies Research, Moscow, Russia
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Manuscripts can be submitted until the expiry of the deadline. Submissions must be previously unpublished and may not be under consideration elsewhere.
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Published Papers
Authors: Sergei Fominko
Pages: 38-43 Published Online: Jan. 10, 2015
Views 2932 Downloads 156
Authors: Francisco Bulnes, Ronin Goborov
Pages: 30-37 Published Online: Dec. 27, 2014
Views 3268 Downloads 187
Authors: Francisco Bulnes, Kubo Watanabe, Ronin Goborov
Pages: 26-29 Published Online: Nov. 29, 2014
Views 3371 Downloads 112
Authors: Yuri Stropovsvky
Pages: 20-25 Published Online: Nov. 24, 2014
Views 3191 Downloads 185
Authors: Ivan Verkelov
Pages: 12-19 Published Online: Nov. 5, 2014
Views 3293 Downloads 168
Authors: Mario Ramírez, Luis Ramírez, Oscar Ramírez, Francisco Bulnes
Pages: 6-11 Published Online: Oct. 24, 2014
Views 3047 Downloads 171
Authors: Francisco Bulnes
Pages: 1-5 Published Online: Oct. 24, 2014
Views 3394 Downloads 194
Derived categories and their deformed versions are used to develop a theory of the ramifications of field studied in the geometrical Langlands program to obtain the correspondences between moduli stacks and solution classes in field theory, represented cohomologically under several versions of generalized Penrose transforms.
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