- the
polynomial remainder theorem or
little Bézout's
theorem (named
after Étienne Bézout) is an
application of
Euclidean division of
polynomials. It states...
-
remainderPolynomial = 1 {
remainderPolynomial :=
remainderPolynomial xor generator
Polynomial } } // A po****r
variant complements remainderPolynomial...
- (integer division). In
algebra of
polynomials, the
remainder is the
polynomial "left over"
after dividing one
polynomial by another. The
modulo operation...
-
abbreviated as GCD) of two
polynomials is a
polynomial, of the
highest possible degree, that is a
factor of both the two
original polynomials. This
concept is analogous...
-
which starting from two
polynomials A (the dividend) and B (the divisor) produces, if B is not zero, a
quotient Q and a
remainder R such that A = BQ + R...
- In mathematics, a
polynomial is a
mathematical expression consisting of
indeterminates (also
called variables) and coefficients, that
involves only the...
-
message polynomial of this sort, and to find the CRC, we
multiply the
message polynomial by x n {\displaystyle x^{n}} and then find the
remainder when dividing...
- P(x_{i})} , by the
polynomial remainder theorem. Now, let A 1 , … , A k {\displaystyle A_{1},\ldots ,A_{k}} be
constants (
polynomials of
degree 0) in K...
-
these systems get a
short check value attached,
based on the
remainder of a
polynomial division of
their contents. On retrieval, the
calculation is repeated...
- In
numerical analysis,
polynomial interpolation is the
interpolation of a
given bivariate data set by the
polynomial of
lowest possible degree that p****es...
