Strong Convergence Rate in Averaging Principle for the Heat Equation Driven by a General Stochastic Measure
Анотація
We consider the stochastic heat equation on [0, T ] R in the mild form driven by a general stochastic measure , for we assume only -additivity in probability. The time-averaging of the equation is studied, we estimate the rate of uniform a. s. convergence to the solution of the averaged equation.
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