An important tool in the development of the strain tensor, Electrical Engineering

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An important tool in the development of the strain tensor

An important tool in the development of the strain tensor was the decomposition (16.79) of a matrix M into its anti-symmetric and symmetric parts. Prove that this decomposition is unique. [Hint: Show that if M = MA + Ms where MA and Ms are respectively anti-symmetric and symmetric, then MA =(M-) and Ms =(M+).]

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Electrical Engineering: An important tool in the development of the strain tensor

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Electrical Engineering: An important tool in the development of the strain tensor

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