Derives exact asymptotics and sharp growth rates for the Hölder coefficients of the solution to the linear stochastic fractional heat equation with fractional Laplacian and fractional Brownian spatial noise.
Extending the martingale measure stochastic integral with applications to spa- tially homogeneous s.p.d.e.’s
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Growth rates for the H\"older coefficients of the linear stochastic fractional heat equation with rough dependence in space
Derives exact asymptotics and sharp growth rates for the Hölder coefficients of the solution to the linear stochastic fractional heat equation with fractional Laplacian and fractional Brownian spatial noise.