BibTex format
@inproceedings{Li:2018,
author = {Li, X-M},
title = {Doubly Damped Stochastic Parallel Translations and Hessian Formulas},
year = {2018}
}
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Citation
RIS format (EndNote, RefMan)
TY - CPAPER
AB - We study the Hessian of the solutions of time-independent Schrodinger ¨equations, aiming to obtain as large a class as possible of complete Riemannianmanifolds for which the estimateC(1t +d2t2) holds. For this purpose we introduce thedoubly damped stochastic parallel transport equation, study them and make exponentialestimates on them, deduce a second order Feynman-Kac formula and obtainthe desired estimates. Our aim here is to explain the intuition, the basic techniques,and the formulas which might be useful in other studies.
AU - Li,X-M
PY - 2018///
TI - Doubly Damped Stochastic Parallel Translations and Hessian Formulas
ER -