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- Mathematics Research CenterMX2 papers
- Secretaría de Ciencia, Humanidades, Tecnología e InnovaciónMX2 papers
- Secretaría de Investigación, Innovación y Educación SuperiorMX2 papers
- Adolfo Ibáñez UniversityCL1 paper
- Autonomous University of QueretaroMX1 paper
- Autonomous University of YucatánMX1 paper
- Institute for Scientific and Technological ResearchMX1 paper
- Instituto Tecnológico Superior de Purísima del RincónMX1 paper
- National Institute of Astrophysics, Optics and ElectronicsMX1 paper
- Tecnológico Nacional de MéxicoMX1 paper
- Universidad de GuadalajaraMX1 paper
- Universidad de MoreliaMX1 paper
7 papers
Bounds for the Permutation Flowshop Scheduling Problem: New Framework and Theoretical Insights
J. A. Alejandro-Soto, Carlos Segura, Joel Antonio Trejo-Sanchez
In this work, we use the matrix formulation of the Permutation Flowshop Scheduling Problem with makespan minimization to derive an upper bound and a general framework for obtaining…
Characterization of groupoid categories in terms of its category of -sets
J. Miguel Calderón, Alberto Gerardo Raggi-Cárdenas, Itzel Rosas +1
A -set is a functor from the category to the category of finite sets and functions. The category of -sets, $\mathcal{C} - \operatorname*{set…
Isochronous waveforms of Liénard equations via commutative factorization
G. Gonzalez, O. Cornejo-Perez, J. de la Cruz +1
Isochronous waveform solutions of homogeneous Liénard equations are obtained by a modification of the nonlinear factorization method of Rosu and Cornejo-Pérez. The scheme is based…
A greedy heuristic for graph burning
Jesús García-Díaz, José Alejandro Cornejo-Acosta, Joel Trejo Sánchez
Given a graph , the optimization version of the graph burning problem seeks for a sequence of vertices, , with minimum and such that every $v \…
Gluing Dynamics: -Precision in Solving a Non-Archimedean Inverse Problem
Nopal-Coello, Víctor, Pérez-Buendía +1
This research proposes a new method for approximating the solution of the inverse problem of finding a rational function that generates known local dynamics within distinct, disjoi…
The Hurwitz-Hopf Map and Harmonic Wave Functions for Integer and Half-Integer Angular Momentum
Sergio A. Hojman, Eduardo Nahmad-Achar, Adolfo Sánchez-Valenzuela
Harmonic wave functions for integer and half-integer angular momentum are given in terms of the Euler angles that define a rotation in , and the Euclidean norm in…