38. chen.huang.ea:25:stochastic#
A stochastic heat equation with non-locally Lipschitz coefficients
Le Chen, Jingyu Huang, and W. Tao
Abstract: We study a stochastic heat equation whose coefficients are non-locally Lipschitz, highlighting how this nonstandard regularity affects existence and stability of solutions.
[CHT25] Le Chen, Jingyu Huang & W. Tao (2025) ‘A stochastic heat equation with non-locally Lipschitz coefficients’, Bernoulli (pending revision), preprint arXiv:2507.23637
@article{chen.huang.ea:25:stochastic,
title = {A stochastic heat equation with non-locally Lipschitz coefficients},
author = {Le Chen and Jingyu Huang and W. Tao},
year = {2025},
month = {July},
journal = {Bernoulli (pending revision), preprint arXiv:2507.23637},
url = {https://arxiv.org/abs/2507.23637}
}