Francisco Bulnes
Topological Quantum Diffeomorphisms in Field Theory and the Spectrum of the SpaceTime
192 - 195
2017
11
5
International Journal of Physical and Mathematical Sciences
https://publications.waset.org/pdf/10006924
https://publications.waset.org/vol/125
World Academy of Science, Engineering and Technology
Through the Fukaya conjecture and the wrapped Floer cohomology, the correspondences between paths in a loop space and states of a wrapping space of states in a Hamiltonian space (the ramification of field in this case is the connection to the operator that goes from TM to TM) are demonstrated where these last states are corresponding to bosonic extensions of a spectrum of the spacetime or direct image of the functor Spec, on spacetime. This establishes a distinguished diffeomorphism defined by the mapping from the corresponding loops space to wrapping category of the Floer cohomology complex which furthermore relates in certain proportion Dbranes (certain Dmodules) with strings. This also gives to place to certain conjecture that establishes equivalences between moduli spaces that can be consigned in a moduli identity taking as spacetime the Hitchin moduli space on G, whose dual can be expressed by a factor of a bosonic moduli spaces.
Open Science Index 125, 2017