The most general form of a fourth-order isotropic tensor


The most general form of a fourth-order isotropic tensor can be expressed by adijdkl þ bdikdjl þ gdildjk where a, b, and g are arbitrary constants. Verify that this form remains the same under the general transformation given by (1.5.1)5.

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Mathematics: The most general form of a fourth-order isotropic tensor
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