Примеры использования A polynomial на Английском языке и их переводы на Русский язык
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The fourth, of course, is not a polynomial over the integers.
Valiant found a polynomial time algorithm for this problem which uses matchgates.
The number that is multiplied to each of the factors in a polynomial equation.
For this, the common method is to take a polynomial at random and test it for irreducibility.
Given a polynomial, it may be that some of the roots are connected by various algebraic equations.
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These relations between the roots and the coefficients of a polynomial are called Vieta's formulas.
The height and length of a polynomial P with complex coefficients are measures of its"size.
What is less clear is that it is the evaluation at λ of a polynomial with integer coefficients.
Definition: a Polynomial of one variable is a polynomial of the form where the numerical coefficients.
Expands the function and writes it as a polynomial in the variable(grouping the coefficients).
If f k O( 1){\displaystyle f= k^{ O( 1)}}, it is said that L{\displaystyle L}admits a polynomial kernel.
This may be a simple quadratic, or a polynomial or rational function over a Galois field.
As a polynomial equation with integer variables, this is an example of a Diophantine equation.
Define a multivariate formula distribution with a polynomial probability density function.
When expanded as a polynomial in q, it yields the well-known decomposition of the Grassmannian into Schubert cells.
Definition: If two polynomials it is possible to find a polynomial, that is divided into.
A polynomial algorithm for checking the equivalence in models of programs with commutation and vast operators.
If X is finite-dimensional then most terms vanish and td(E)is a polynomial in the Chern classes.
The best known approximation ratio of a polynomial time approximation algorithm for pathwidth is O(log n)3/2.
It states that every finitely generated projective module over a polynomial ring is free.
The analysis can be improved to within a polynomial factor of the number t( G){\displaystyle t(G)} of spanning trees of the input graph.
A polynomial in n variables X1,…, Xn with coefficients in a field K is defined analogously to a polynomial in one variable, but the notation is more cumbersome.
Weighted projective spaces can be constructed using a polynomial ring whose variables have non-standard degrees.
Imrich(1998) gives a polynomial time algorithm for recognizing tensor product graphs and finding a factorization of any such graph.
Definition: a Polynomial is divided by the polynomial s Stacey, if you can find a pair of polynomials, and the degree of the remainder of smaller degree.
The stability function of an explicit Runge-Kutta method is a polynomial, so explicit Runge-Kutta methods can never be A-stable.
Explicit methods have a strictly lower triangular matrix A, which implies that det(I- zA) 1 andthat the stability function is a polynomial.
This is done simply by randomly generating the coefficients for a polynomial(sn-1,…, s0) which are guaranteed or very likely to be small.
As it has been described above, while designing the new LF and HF-structures were used such Z-transformations, which at transition from the prototype to the digital filter kept transfer function in the form of a constant,divided on a polynomial.