Examples of using Polynomials in English and their translations into Tagalog
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Computer
Polynomials are our friends.”.
Define the sequence of polynomials by and for every.
Cannot be written as a product of two nonconstant integer polynomials.
Let be two-variable polynomials with the coefficients of integer.
He learnt from him about Fourier series,orthogonal polynomials, and interpolation.
Find all polynomials of two variables which satisfy.
In the same year he published work on the evaluation of polynomials by computer.
Faulhaber states that such polynomials in N exist for all k, but gave no proof.
For example he expanded hypergeometric functions in series of Laguerre and Hermite polynomials.
A few particular orthogonal polynomials were known before his work.
Prove that the polynomial cannot be represented as a product of two integer polynomials.
Find the number of quadratic polynomials which satisfy the following.
Chebyshev was probably the first mathematician to recognise the general concept of orthogonal polynomials.
Well, this is the hardest problem on polynomials that I have ever seen in a contest.
Find all polynomials with real coefficients such that for all reals such that we have the following relations.
This work is the origin of the Todd genus and Todd polynomials which were named after him.
Let be the set of all polynomials such that all the coefficients of are integers and has integer roots.
Hermite made important contributions to number theory and algebra,orthogonal polynomials, and elliptic functions.
Chebotaryov worked on the algebra of polynomials, in particular examining the distribution of the zeros.
This approach, due to Cornelius Lanczos,is based on the ideas of best uniform approximation by polynomials and rational functions.
Other isolated instances of orthogonal polynomials occurring in the work of various mathematicians is mentioned later.
Erdélyi was a leading expert on special functions, in particular hypergeometric functions,orthogonal polynomials and Lamé functions.
Finite fields have polynomials, or expressions like"4x" or"3x+17x^2-4," Sawin told Live Science, just like regular numbers do.
Consider the sequence like this and find all polynomials and alll integers that for each.
Find all polynomials with integer coefficients such that the polynomial is the square of a polynomial with integer coefficients.
In Roy discusses his contributions to on orthogonal polynomials and puts the work into its historical context.
During the 1973-74 academic year,Professor Leonard Carlitz gave a colloquium in our department concerning permutation polynomials over finite fields….
Conversely, it's easy to see that all polynomials of degree do not satisfy the required condition, so those of degree are precisely the ones we're looking for.
He generalised Gauss 's method of quadrature and expressed the polynomials which are involved as a determinant.
Let be an irreducible polynomial over the ring of integer polynomials, such that is not a perfect square.