基本解释：反埃尔米特变换
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By means of Hermite transformation,the Wick-type stochastic generalized Kdv-MKdv equation was reduced to stochastic coefficient equation,then some stochastic exact solutions were obtainable via the truncation expansion method and Hermite inverse transformation.通过埃尔米特变换将W ick类型的随机广义Kdv-MKdv方程变成广义系数Kdv-MKdv方程,利用截断展开法求出广义系数Kdv-MKdv方程的精确解,并通过埃尔米特逆变换得到了随机广义Kdv-MKdv方程的精确解。
Some stochastic exact solutions are obtained via generalized expansion method and Hermite transformation.利用埃尔米特变换求出了W ick-类型的随机广义K dV方程的精确解。
By using Hermite transformation,(2+1)-dimensional Wick-type stochastic KdV equation is investigated.利用埃尔米特变换求出(2+1)维W ick型随机KdV的精确解。
