In this paper, stochastic integral equations characterized by fractional Brownian motion have been studied. The fractional stochastic integral equation has been solved by second kind Chebyshev wavelets. The convergence and error analysis have been discussed for the efficiency of the discussed method. In addition, two illustrative examples have been solved to examine the efficiency and accuracy of the proposed scheme.

中文翻译：

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求解分数布朗运动为特征的随机Itô-Volterra积分方程的新随机操作矩阵方法

本文研究了以分数布朗运动为特征的随机积分方程。分数随机积分方程已通过第二类切比雪夫小波求解。已经讨论了收敛性和误差分析以提高所讨论方法的效率。此外，已经解决了两个说明性示例，以检查所提出方案的效率和准确性。