Dictionnaire français - anglais

analyse économique - iate.europa.eu
bernoulli(n,x) renvoie le n-ième polynôme de Bernoulli en fonction de x.

bernoulli(n, x) gives the nth Bernoulli polynomial in x, B_n(x)

général - CCMatrix (Wikipedia + CommonCrawl)

Publications scientifiques

Theorems on generalized dedekind sums... The integers h and k are assumed relatively prime, Bp(x) is the p-th Bernoulli function, Bp (x) the p-th Bernoulli polynomial (for definitions see [l;(2.11),...
général - core.ac.uk - PDF: msp.org
The low energy effective lagrangian for photon interactions in any dimension... This generalisation resolves the structure of the weak-field Euler-Heisenberg Lagrangian and indicates that the component invariant functions have coefficients related, not only to the space-time dimension, but also to the coefficients of the Bernoulli polynomial....
général - core.ac.uk - PDF: citeseerx.ist.psu.edu
V.: the evaluation of tornheim double sums. part 2... For integer values of the parameters, a = m, c = n, we show that in the most interesting case of even weight N: = m + n the Tornheim sum T(m, 0, n) can be expressed in terms of zeta values and the family of integrals Z 1 log Γ(q)Bk(q) Cll+1(2πq) dq, 0 with k + l = N, where Bk(q) is a Bernoulli polynomial and Cll+1(x) is a Clausen function....
général - core.ac.uk - PDF: citeseerx.ist.psu.edu
On a conjecture of s. chowla and of s. chowla and h. walum, i ... Br(x) denotes the rth Bernoulli polynomial and {x} denotes the fractional part of x....
général - core.ac.uk -
Faulhaber’s theorem for arithmetic progressions... The coefficients of these polynomials are given in terms of the Bernoulli polynomials....
général - core.ac.uk - PDF: citeseerx.ist.psu.edu

Synonymes et termes associés français

Exemples français - anglais

analyse économique - iate.europa.eu
sciences naturelles et appliquées - techdico
informatique et traitement des données / organisation des transports - acta.es
[...]

Traductions en contexte français - anglais

pourra vérifier (puisqu'il y a unicité) que B2=X2-X+1/6 est bien le polynôme de Bernoulli qui convient aux définitions.

1.4 One will be able to verify (because there is uniqueness) that B2=X2-X+1/6 is well the Bernoulli's polynomial which is convenient for definitions.

général - CCMatrix (Wikipedia + CommonCrawl)
1.4 On pourra vérifier (puisqu'il y a unicité) que B2=X2-X+1/6 est bien le polynôme de Bernoulli qui convient aux définitions.

1.4 One will be able to verify (because there is uniqueness) that B2=X2-X+1/6 is well the Bernoulli's polynomial which is convenient for definitions.

général - CCMatrix (Wikipedia + CommonCrawl)


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