New names for odd and even functions

from blog Wickopedia, | ↗ original
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The concept of “odd” and “even” functions is quite important in areas such as Fourier analysis. An odd function is one that has 2-fold rotational symmetry around the origin; examples include , , and . An even function is one that has mirror symmetry around the y-axis; examples include and . The names “odd” and… Continue reading New names for odd...