双线性映射 Bilinear map
（重定向自Bilinear functional）
在数论中，一个双线性映射是由两个矢量空间上的元素，生成第三个矢量空间上一个元素之函数，并且该函数对每个参数都是线性的。例如矩阵乘法就是一个例子。
Bilinear functional
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Bilinear map 双线性映射
（重定向自Bilinear functional）
![A matrix M determines a bilinear map into the real by means of a real bilinear form (v, w) ↦ v′Mw, then associates of this are taken to the other three possibilities using duality and the musical isomorphism](/Images/godic/202412/24/FourfacesofBilinaearmaps4640.PNG")
In mathematics, a bilinear map is a function combining elements of two vector spaces to yield an element of a third vector space, and is linear in each of its arguments. Matrix multiplication is an example.
- transverse condenser
- transverse conductance
- transverse conduction
- transverse conductivity
- transverse conjunctiva
- transverse connectives
- transverse consequent river
- transverse construction
- transverse constructions
- transverse contact ratio
- transverse contraction
- transverse control
- transverse conveying device
- transverse conveyor
- transverse copying
- transverse cord
- transverse cord breaker
- transverse cord tire
- transversecord tire
- transversecord tyre
- transverse cord tyre
- transverse corner crack
- transverse correction
- transverse corrections
- transverse costal fossa