[PDF] Top 20 Partial sums of the cotangent function
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Partial sums of the cotangent function
... Partial sums of the cotangent function Tome 32, n o 1 (2020), p. 217-230. <http://jtnb.centre-mersenne.org/item?id=JTNB_2020__32_1_217_0> © Société Arithmétique de ... Voir le document complet
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Multiple binomial sums
... class of multivariate sequences, called (multiple) binomial sums, that contains the binomial coefficient sequence and that is closed under pointwise addition, pointwise multiplication, linear change ... Voir le document complet
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Fast and slow points of Birkhoff sums
... Other sums. The study of S n,α f (x) is a particular case of the series P n≥1 a n f (x + ...In the particular case a n = 1/n this series, also called the one-sided ergodic ... Voir le document complet
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On sums of Hecke series in short intervals
... by partial summation, being monotonic in m or f . The first idea that might occur in estimating the sum in ...as the binary additive divisor problem weighted with an exponential ...problem ... Voir le document complet
17
On the complexity of partial derivatives
... class of circuits C are often obtained by defin- ing an appropriate complexity measure which is small for small circuits of C but is high for some explicit “ hard ...one of the most successful ... Voir le document complet
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Limit theorems for sums of non linear function of ARFIMA processes with random Hurst exponents and Gaussian innovations
... words, the filters A(d), B( −d) are mutually inverse: A(d) −1 = B(−d), B(d) −1 = A(−d) (see Philippe et ...[10]). The above mentioned papers stu- died long memory behavior and partial sums ... Voir le document complet
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Cotangent sums, quantum modular forms, and the generalized Riemann hypothesis
... follow the proof of the corresponding result given in Chapter 1 of [ 13 ] for Maass cusp forms on the full modular group 1 ...202 of [ 13 ], which also gives a converse ... Voir le document complet
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Cotangent sums, quantum modular forms, and the generalized Riemann hypothesis
... (b) The L-series L(s) has no zeros in the half-plane σ := (s) > 1 2 ...(GRH). The proof of this theorem will be given in Sect. 3 . The direction (a) ⇒ (b) is fairly elemen- tary, ... Voir le document complet
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A Sums-of-Squares Extension of Policy Iterations
... cases, the software part implements the execution of an endless loop that reads the sensor inputs, updates its internal states and controls actua- ...However the analysis of such ... Voir le document complet
21
A Sums-of-Squares Extension of Policy Iterations
... precision of the analysis of boundedness for such ...polynomials. The current approach improves the previous frameworks developed in [GGTZ07, AGG12] to handle affine (or very specific) ... Voir le document complet
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Reconstruction Algorithms for Sums of Affine Powers
... for the shifts a i ...improve the lower bounds from [19]. Indeed, the same tools (Wronskians, shifted differential equations) turn out to be useful for the two problems (lower bounds and ... Voir le document complet
54
Sums of large global solutions to the incompressible Navier-Stokes equations
... All the solutions we are going to consider here are at least continuous in time with values in the Sobolev space ˙ H 1 2 (R 3 ...concepts of solutions coincide and in particular we shall deal with ′′ ... Voir le document complet
17
Riesz transforms on connected sums
... list of complete Riemannian manifolds (M 0 , g 0 ) on which the Riesz transform is bounded on L p for every p ∈]1, ∞[ and satisfying our hypothe- ...groups of polynomial growth [1], manifolds with ... Voir le document complet
13
Singularity Analysis and Asymptotics of Bernoulli Sums
... L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignemen[r] ... Voir le document complet
16
The dynamics of partial inverse semigroup actions
... of inverse semigroups respect the operation completely, whereas groups have, overall, a better algebraic ...classes of algebras (see [12] for example), and one can relate these two approaches in ... Voir le document complet
35
Derivatives of the tree function
... expert of Shakespeare’s texts [ 23 ...kind of phylogenetic trees. The connection was noticed by Knuth, in the correction of Exercise 50 of Section ...in the Prefascicle 3B ... Voir le document complet
15
Minkowski sums and Hadamard products of algebraic varieties
... then the tan- gent space to the Hadamard product X ? Y at the point p ? q is given by T p?q (X ? Y ) = p ? T q Y, T p X ? q ...products of projective varieties is tropical geometry. In ... Voir le document complet
26
The partition function of the two-matrix model as an isomonodromic tau-function
... one of the purposes of this paper is to extend the notion of function introduced by Jimbo et ...to the two-matrix Itzykson–Zuber ...that the partition ... Voir le document complet
18
On Short Sums Involving Fourier Coefficients of Maass Forms
... Again the trivial bound for the sum is ε x 1+ε . The conjectural upper bound in this case is ε x (n−1)/2n+ε ...short sums makes sense as one might suspect that shorter intervals capture ... Voir le document complet
34
Partial collapsing and the spectrum of the Hodge Laplacian
... is the union of two Riemannian manifolds with isometric boundaries (the details are given in [AC95]): if D 1 and D 2 are the Gauß-Bonnet operators “d+d ∗ ” acting on the differential ... Voir le document complet
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