Date | Jul 02, 2018 |
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Speaker | 강남규 |

Dept. | 고등과학원 |

Room | 27-325 |

Time | 16:00-17:30 |

I will consider OPE family of the central charge modifications of the Gaussian free field with excursion reflected/Dirichlet boundary conditions in a doubly connected domain and show that the correlations of fields in this OPE family under the insertion of one-leg operator with force points are martingale-observables for variants of annulus SLEs. By means of screening, I present Euler integral type solutions to the parabolic partial differential equations for the annulus SLE partition functions introduced by Lawler and Zhan to construct the class of martingale-observables associated with these solutions. Joint work with Sung-Soo Byun and Hee-Joon Tak.

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