activity
20182023
most citedDetecting exomoons from radial velocity measurements of self-luminous planets: application to observations of HR 7672 B and future prospects

57 citations · 64 across the 10 of their papers we have counts for

collaborators

10 papers

astro-ph.EP2023★ 57 cited

Detecting exomoons from radial velocity measurements of self-luminous planets: application to observations of HR 7672 B and future prospects

Jean-Baptiste Ruffio, Katelyn Horstman, Dimitri Mawet +36

The detection of satellites around extrasolar planets, so called exomoons, remains a largely unexplored territory. In this work, we study the potential of detecting these elusive o…

math.NT2021★ 2 cited

Solution of the Differential Equation , Special Values of Bell Polynomials and -Autonomous Coefficients

Ronald Orozco López

In this paper special values of Bell polynomials are given by using the power series solution of the equation . In addition, complete and partial exponential autono…

math.DS2020

One-dimensional dynamical systems type delta over Integral Domains

Ronald Orozco López

In this paper, autonomous differential equations type delta of order one on integral domains are defined. For this we will use the autonomous ring defined on the Hurwitz expansion…

math.DS2020

Ring of flows of one-dimensional differential equations

Ronald Orozco López

In this article, the ring of flows of autonomous differential equations of order one on integral domains is constructed. First, we build the autonomous ring $\Opa(\hurw_{R}[[x]])$…

math.CO2019

Proof of the circulant Hadamard conjecture

Ronald Orozco López

In this paper the circulant Hadamard conjecture is proved.

math.DS2019

Solution of the equation and Bell Polynomials

Ronald Orozco López

In this paper we use Faa di Bruno's formula to associate Bell polynomial values to differential equations of the form . That is, we use partial Bell polynomials to…

math.DS2018★ 1 cited

Ring of Flows of -dimensional Autonomous Dynamical Systems

Ronald Orozco López

We construct a ring of flows where we can decompose autonomous nonlinear dynamical systems into smaller parts, then solve each part and finally put everything together to obtain th…

math.CO2018★ 1 cited

Schur Ring, Run Structure and Periodic Compatible Binary Sequences

Ronald Orozco López

In this paper three Schur ring are discussed, namenly: Hamming, circulant orbists and decimated circulant orbits Schur ring. By using autocorrelation function and the run structure…

math.CO2018★ 2 cited

An Approximation to Proof of the Circulant Hadamard Conjecture

Ronald Orozco López

Turyn prove that if a circulant Hadamard matrix of order exists then must be of the form for some odd integer . In this paper we use the structure constant of…

math.CO2018★ 1 cited

Schur Ring over Group , Circulant Sets Invariant by Decimation and Hadamard Matrices

Ronald Orozco López

In this paper a variety of issues are discussed, Schur ring, -sets, circulant orbits, decimation operator and Hadamard matrices and their relation between them is shown. Firstly…