| Hermitian Function |
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This definition extends also to functions of two or more variables, e.g., in the case that is a function of two variables it is Hermitian if : for all in the domain of definition of . RELATION TO THE FOURIER TRANSFORM If a function is real-valued, then this fact is equivalent to fact that the Fourier Transform of the function is Hermitian. If a function is Hermitian, then this fact is equivalent to fact that the Fourier Transform of the function is real-valued. |
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