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Nicolas Robles - MaRDI portal

Nicolas Robles

From MaRDI portal
Person:503715

Available identifiers

zbMath Open robles.nicolasMaRDI QIDQ503715

List of research outcomes

PublicationDate of PublicationType
Partitions with multiplicities associated with divisor functions2024-01-19Paper
The Riemann zeta function and exact exponential sum identities of divisor functions2023-11-13Paper
Estimating systemic importance with missing data in input-output graphs2023-10-03Paper
Partitions into semiprimes2022-12-23Paper
UNEXPECTED AVERAGE VALUES OF GENERALIZED VON MANGOLDT FUNCTIONS IN RESIDUE CLASSES2021-08-11Paper
Random permutations with logarithmic cycle weights2021-02-15Paper
Breaking the \(\frac{1}{2}\)-barrier for the twisted second moment of Dirichlet \(L\)-functions2020-06-15Paper
More than five-twelfths of the zeros of \(\zeta\) are on the critical line2019-12-17Paper
Perturbed moments and a longer mollifier for critical zeros of \(\zeta \)2019-07-26Paper
On mean values of mollifiers and \(L\)-functions associated to primitive cusp forms2019-05-08Paper
Zeros of normalized combinations of \(\xi^{(k)}(s)\) on \(\mathrm{Re}(s)=1/2\)2018-03-22Paper
Polynomial partition asymptotics2017-12-12Paper
Moments of averages of generalized Ramanujan sums2017-02-17Paper
The largest gap between zeros of entire \(L\)-functions is less than 41.542017-02-08Paper
On a mollifier of the perturbed Riemann zeta-function2017-01-23Paper
Explicit formulas of a generalized Ramanujan sum2016-02-29Paper
Koshliakov kernel and identities involving the Riemann zeta function2015-12-21Paper
Twisted second moments of the Riemann zeta-function and applications2015-11-10Paper
On a class of functions that satisfies explicit formulae involving the Möbius function2015-11-09Paper
Zeta functions on tori using contour integration2015-03-16Paper
Zeros of combinations of the Riemann \(\xi\)-function on bounded vertical shifts2015-02-04Paper
"Exponential sums over M\""{o}bius convolutions with applications to partitions"0001-01-03Paper

Research outcomes over time


Doctoral students

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