线性代数证明题求助～～！急！！～
线性代数证明题求助～～！急！！～
As the title, let (V,) be a complex inner product space and assume S_1=(u_1,...,u_n), S_2=(v_1,...,v_n) are orthonormal bases of V. Prove that the change of basis matrix M_IV(S_2,S_1) is a unitary matrix.
As the title, let (V,) be a complex inner product space and assume S_1=(u_1,...,u_n), S_2=(v_1,...,v_n) are orthonormal bases of V. Prove that the change of basis matrix M_IV(S_2,S_1) is a unitary matrix.
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你能帮帮他们吗