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math.
a particular space of piecewise
polynomials
is selected by the choice of the polynomial degree and the degree of continuity across element boundaries
степень непрерывности
math.
a particular space of piecewise
polynomials
is selected by the choice of the polynomial degree and the degree of continuity across element boundaries
степень многочлена
tech.
add
e.g., two
polynomials
by use of associative and commutative properties
складывать многочлены на основании сочетательного и переместительного законов
nano
Hermite
polynomials
orthogonal expansion
разложение по ортогональным полиномам Эрмита
math.
of all nth degree
polynomials
with 1 as the leading coefficient
среди всех полиномов степени со старшим коэффициентом 1
math.
of all nth degree
polynomials
with 1 as the leading coefficient
среди всех полиномов степени n со старшим коэффициентом 1
Makarov.
orthogonal
polynomials
in phase space
ортогональные полиномы в фазовом пространстве
math.
polynomials
of the same form as
многочлены того же самого вида, что и
math.
the Chebyshev
polynomials
are orthogonal in the interval
-1; 1
over a weight w
x
. it is easy to establish that these eigenfunctions are orthogonal with the weight p
ортогональны с весом
(x, y)
math.
we may take
polynomials
of the same form as P
той же формы, что и Р
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