output
20032026
most citedEuler and Chebyshev: From the sphere to the plane and backwards

12 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

collaborating institutions
Showing 2019Show all

12 papers · 1 filter

math.CV2019

TeichmUller's work on the type problem (To appear in Vol. VII of the Handbook of Teichm{ü}ller theory, 2020)

Vincent Alberge, Melkana Brakalova-Trevithick, Athanase Papadopoulos

The type problem is the problem of deciding, for a simply connected Riemann surface, whether it is conformally equivalent to the complex plane or to the unit dic in the complex pla…

math.CV2019

A Commentary on Teichm{ü}ller's paper "Untersuchungen über konforme und quasikonforme Abbildungen" (Investigations on conformal and quasiconformal mappings) (to appear in Vol. VII of the \emph{Handbook of Teichmüller theory}

Vincent Alberge, Melkana Brakalova-Trevithick, Athanase Papadopoulos

This is a commentary on Teichm{ü}ller's paper Unter-suchungen{ü}ber konforme und quasikonforme Abbildungen (Inves-tigations on conformal and quasiconformal mappings) published in 1…

math.GT2019

W. P. Thurston and French mathematics

François Laudenbach, Athanase Papadopoulos

We give a general overview of the influence of William Thurston on the French mathematical school and we show how some of the major problems he solved are rooted in the French math…

math.AG2019

Roots of Kostlan polynomials: moments, strong Law of Large Numbers and Central Limit Theorem

Michele Ancona, Thomas Letendre

We study the number of real roots of a Kostlan random polynomial of degree in one variable. More generally, we are interested in the distribution of the counting measure of the…

math.PR2019

A Coupling Proof of Convex Ordering for Compound Distributions

Jean Bérard, Nicolas Juillet

In this paper, we give an alternative proof of the fact that, when compounding a nonnegative probability distribution, convex ordering between the distributions of the number of su…

math.DS2019

Vector fields and genus in dimension 3

Pierre Dehornoy, Ana Rechtman

Given a flow on a 3-dimensional integral homology sphere, we give a formula for the Euler characteristic of its transverse surfaces, in terms of boundary data only. We illustrate t…

math.AP2019

Optimal releases for population replacement strategies, application to Wolbachia

Luís Almeida, Yannick Privat, Martin Strugarek +1

In this article, we consider a simplified model of time dynamics for a mosquito population subject to the artificial introduction of {\itshape Wolbachia}-infected mosquitoes, in or…

math.NT2019

Ramanujan-Bernoulli numbers as moments of Racah polynomials

Frédéric Chapoton

The classical sequence of Bernoulli numbers is known to the the sequence of moments of a family of orthogonal polynomials. Some similar statements are obtained for another sequence…

math.HO2019

Convexity in Greek antiquity

Athanase Papadopoulos

We consider several appearances of the notion of convexity in Greek antiquity, more specifically in mathematics and optics, in the writings of Aristotle, and in art. The final vers…

q-fin.GN2019★ 10 cited

The Changing Geopolitics in the Arab World: Implications of the 2017 Gulf Crisis for Business

Jamal Bouoiyour, Refk Selmi

The international community was caught by surprise on 5 June 2017 when Saudi Arabia, the United Arab Emirates (UAE), Bahrain and Egypt severed diplomatic ties with Qatar, accusing…

math.CA2019

Moving and oblique observations of beams and plates

Philippe Jaming, Vilmos Komornik

We study the observability of the one-dimensional Schr{ö}dinger equation and of the beam and plate equations by moving or oblique observations. Applying different versions and adap…

math.AP2019★ 4 cited

Control strategies on mosquitos population for the fight against arboviruses

Luís Almeida, Michel Duprez, Yannick Privat +1

In the fight against vector-borne arboviruses, an important strategy of control of epidemic consists in controlling the population of vector, \textit{Aedes} mosquitoes in this case…