问题描述:
矩阵习题.
线性空间V为由基函数x1=(e^at)cos(bt),x2=(e^at)sin(bt),x3=t(e^at)cos(bt),
x4=t(e^at)sin(bt),x5={t^2[(e^at)cos(bt)]}/2 ,x6={t^2[(e^at)sin(bt)]}/2
生成的实数域上的线性空间,求微分算子D在这组基下的矩阵
线性空间V为由基函数x1=(e^at)cos(bt),x2=(e^at)sin(bt),x3=t(e^at)cos(bt),
x4=t(e^at)sin(bt),x5={t^2[(e^at)cos(bt)]}/2 ,x6={t^2[(e^at)sin(bt)]}/2
生成的实数域上的线性空间,求微分算子D在这组基下的矩阵
问题解答:
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