SIFAT-SIFAT PEMETAAN BILINEAR
DOI:
https://doi.org/10.33387/dpi.v1i1.72Abstrak
Let U, V,  and  W are vector spaces at the same field, phi: U X V   → W bilinear mapping, if W = C that phi is bilinear functional. The collection of all bilinear mapping phi: U X V  denoted with B(U, V, W). Problems we will discuss about some properties at bilinear mapping. Furthermore will see B(U, V, W) is vector space toward operation ( phi + psi) (x,y) = phi(x,y) + psi(x,y) and (lamdaphi)(x,y) =lamdaphi(x,y) for all scalar lamda, x elemen U, y elemen V  and phi, psi elemen B(U, V, W).
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