bicubic

As a noun terms

is .

As an adjective bicubic is

of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .

As an adjective bicubic

is of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .

As an adverb bicubically is

in a bicubic way.

As a noun images

is .

As an adjective bicubic is

of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .

As adjectives the difference between digital and bicubic

is that digital is having to do with digits (fingers or toes); performed with a finger while bicubic is of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital ).

As a noun digital

is a digital option.

As adjectives the difference between cubic and bicubic

is that cubic is used in the names of units of volume formed by multiplying a unit of length by itself twice while bicubic is of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital ).

As a noun cubic

is a cubic curve.

As adjectives the difference between polynomial and bicubic

is that polynomial is (algebra) able to be described or limited by a while bicubic is of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .

As a noun polynomial

is (algebra) an expression consisting of a sum of a finite number of terms, each term being the product of a constant coefficient and one or more variables raised to a non-negative integer power, such as $a\_n\; x^n\; +\; a\_\{n-1\}x^\{n-1\}\; +\; +\; a\_0\; x^0$.

As a noun spline

is long thin piece of metal or wood.

As a verb spline

is to smooth (a curve or surface) by means of a spline.

As an adjective bicubic is

of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital ).

As a noun dimensions

is .

As an adjective bicubic is

of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .

As a noun interpolation

is interpolation.

As an adjective bicubic is

of or pertaining to interpolation in two dimensions using cubic splines or other polynomials (technique for sharpening enlargements of digital images) .