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Bilinear form ()

| nosplit | ↑ parent "Multilinear map" | words: 105 | descendant words: 419 | descendants: 2
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Analogous to a linear form, a bilinear form is a Bilinear map where the image is the underlying field of the vector space, e.g. .
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Some definitions require both of the input spaces to be the same, e.g. , but it doesn't make much different in general.
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The most important example of a bilinear form is the dot product. It is only defined if both the input spaces are the same.
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Ancestors

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