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Extended Hamilton-Jacobi theory, contact manifolds, and integrability by quadratures
(American Institute of Physics, 2020-01)
A Hamilton-Jacobi theory for general dynamical systems, defined on fibered phase spaces, has been recently developed. In this paper, we shall apply such a theory to contact Hamiltonian systems, as those appearing in ...
Hamilton–Jacobi theory and integrability for autonomous and non-autonomous contact systems
In this paper, we study the integrability of contact Hamiltonian systems, both time-dependent and independent. In order to do so, we construct a Hamilton–Jacobi theory for these systems following two approaches, obtaining ...
Application of Herglotz's variational principle to electromagnetic systems with dissipation
This work applies the contact formalism of classical mechanics and classical field theory, introduced by Herglotz and later developed in the context of contact geometry, to describe electromagnetic systems with dissipation. ...
Critical behavior of a contact process with aperiodic transition rates
(IOP PUBLISHING LTD, 2008)
We performed Monte Carlo simulations to investigate the steady-state critical behavior of a one-dimensional contact process with an aperiodic distribution of rates of transition. As in the presence of randomness, spatial ...
Identity, Contact, and Health Among Majority and Minority Ethnic Groups in Mexico and Chile
(2016)
This chapter explores the relationships between social identity, intergroup contact, and health among mestizos and indigenous people in Mexico and Chile. Building on social identity theory and self-categorization theory, ...
Identity, Contact, and Health Among Majority and Minority Ethnic Groups in Mexico and Chile
(2016)
This chapter explores the relationships between social identity, intergroup contact, and health among mestizos and indigenous people in Mexico and Chile. Building on social identity theory and self-categorization theory, ...
Characterization and interaction of geometric and contact/impact nonlinearities in dynamical systems
(2022-03-15)
In this work, we study how a contact/impact nonlinearity interacts with a geometric cubic nonlinearity in an oscillator system. Specific focus is shown to the effects on bifurcation behavior and secondary resonances (i.e., ...
Pedagogía y currículo en artes, transversalidad y especificidades: Sistema nervioso, docencia y aprendizajeNervous System, Teaching, and Learning
(Universidad Nacional de Educación, 2022)
Pedagogía y currículo en artes, transversalidad y especificidades: Sistema nervioso, docencia y aprendizajeNervous System, Teaching, and Learning
(Universidad Nacional de Educación, 2022)
Reactivity indexes for different geometries of palladium leads
(IOP Publishing Ltd, 2009-12)
Electronic transport through metallic break junctions or molecules is clearly dependent not only on the electronic structure of the central nanodevice connecting the leads, but also the shape and crystalline orientation ...