bilinear

You can add surrounding texels to the mix to get the bilinear or another filtering.

After all, it comes out of a tensor product whereas bilinear maps can only really come out of a direct product.

No one listened, the fools!These days it seems like there are few situations that demand a "cheaper" resampling method than bilinear.

Am familiar with bilinear pairing and did not know it was available commercially!

Many speakers do a good job, but there are some who will start out with "Let M be a symplectic manifold, let omega be the associated bilinear form, let X be the ring of differentials, ..." [ugh.]And yet I think there is more pressure to write and speak well than there is to do so poorly.

I have some degree of nostalgia for the N64, but that combination of little texture memory and gratuitous bilinear texture scaling is not nearly as appealing.

However, we are using a new form of key agreement called non-interactive authenticated key agreement, based upon bilinear pairing mathematics.

As I understand his description of the area mapping algorithm, this is actually a bilinear interpolation from the resulting, rotated, image over the original image.

I currently have this line in a LaTeX document for example, and it works fine:Given $R$-modules $M,N$, their tensor product is an $R$-module $M _R N$ together with an $R$-bilinear map $b: M N M _R N$ satisfying: whenever $:MNP$ is bilinear, $!g:MNP$ linear such that $ = gb$.