Examples of using Polynomials in English and their translations into Danish
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Colloquial
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Official
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Medicine
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Computer
by deriving a pure recurrence relation for Bateman 's polynomials.
Any n-th degree polynomial has at most n distinct roots.
Polynomial time computing.
A polynomial needs at least one more point than the degree of the polynomial. .
That a polynomial could not be solved in radicals.
In 1928 he discovered the Alexander polynomial which is much used in knot theory.
Lasker(the world chess champion) had already proved this result for polynomial rings.
In fact for any polynomial equation root.
this second degree polynomial.
That can factor in polynomial time. No classical algorithm is known.
No classical algorithm is known that can factor in polynomial time.
He studied valuations and their extensions to polynomial rings.
He wrote 14 papers on algebraic geometry and polynomial ideals.
The leading coefficient of a polynomial should not be zero.
Algebraic geometry is concerned with sets of solutions to polynomial equations.
You just solved a polynomial.
The book divided Bishop's papers into five categories:(1) Polynomial and rational approximation.
You approximated the time curvature using a seventh-order polynomial.
When we do all of these polynomial multiplications, all we're doing is the distributive property repeatedly.
He found the nth degree polynomial with two of its coefficients fixed which is closest to zero.