On the initial condition of MSP algorithm for the Fermat quintic polynomial
by Zhiyong Wang
THESIS
2022
Ph.D. Mathematics
1 online resource (iv, 30 pages) : illustrations
Abstract
Torus localization in Mixed-Spin-P theory for the Fermat
quintic polynomial produces an effective algorithm for higher
genus Gromov-Witten invariants of quintic threefold. However, the exact value of some initial conditions needed to run the
algorithm are still unknown. In this thesis, we conduct further
investigation of localization contribution and the algorithm for
the Fermat quintic polynomial. We prove that the algorithm is
independent of the highest initial condition and then improve
the algorithm.
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