Desde el símbolo guadalupano : algunos criterios para el momento pastoral

Resumen: El autor de esta colaboración profundiza en una posibilidad que nos orienta a ser protagonistas en la construcción compartida de un presente más fraterno y auténticamente plural. El símbolo guadalupano se ofrece como un modelo que puede ayudar a mejor vivir el momento pastoral de la Teología. El suceso guadalupano sigue acaeciendo y analógicamente nos abre y propone una serie de fecundas precisiones, sugerencias e interrogantes. En tanto símbolo, del cual la Imagen de Nuestra Señora de Guadalupe es su elemento nuclear, plasma e incentiva a encarnar una pragmática evangelizadora. Una dinámica de diálogo, inculturante e inculturador, que anima a dejar empapar lo propio por el Amor Salvador; y a compartirlo, como pueblo, con una actitud cordial y misericordiosa, y dando lugar a lo ajeno y al mestizaje.

Deflections and curvatures of a film-substrate structure with the presence of gradient stress in MEMS applications

The close form solutions of deflections and curvatures for a film-substrate composite structure with the presence of gradient stress are derived. With the definition of more precise kinematic assumption, the effect of axial loading due to residual gradient stress is incorporated in the governing equation. The curvature of film-substrate with the presence of gradient stress is shown to be nonuniform when the axial loading is nonzero. When the axial loading is zero, the curvature expressions of some structures derived in this paper recover the previous ones which assume the uniform curvature. Because residual gradient stress results in both moment and axial loading inside the film-substrate composite structure, measuring both the deflection and curvature is proposed as a safe way to uniquely determine the residual stress state inside a film-substrate composite structure with the presence of gradient stress.

El embrión humano. Aspectos éticos y biológicos del Informe Warnock ante las nuevas evidencias científicas

La vida humana es un proceso que se inicia después de que un oocito humano es fecundado por un espermatozoide humano y que acaba en el instante en el cual se produce su fin natural. Pretender fijar límites arbitrarios puede llevar a contradecir verdades biológicas científicamente comprobables. Exponer los datos sobre embriología humana que ofrece el Informe Warnock y presentar las nuevas evidencias científicas surgidas durante estos últimos años, tiene como objeto destacar que cuando las ciencias biomédicas son entendidas como un servicio a la humanidad, la manipulación desproporcionada del hombre por el hombre no admite justificaciones ni excusas.

La integración del saber en la obra de Jacques Maritain

Resumen: La cuestión sobre la integración del saber es un tema particularmente relevante en el panorama de la epistemología actual. Nuestra época promueve un clima favorable al diálogo, pero con resultados de valor desparejo. Uno de los grandes intelectuales cristianos del siglo XX, Jacques Maritain, dedicó una parte importante de su obra a reflexionar sobre estas cuestiones. Siguiendo su lema distinguir para unir este trabajo se despliega en dos partes: la primera referida al momento de distinción entre las disciplinas, y la segunda al momento de su (relativa) unificación. En esta entrega se avanza a partir de las intuiciones primordiales de la sabiduría metafísica y las grandes categorías del conocimiento: el saber en sentido analógico, la filosofía, la ciencia y la teología. Maritain introduce el criterio de división a partir de lo especulativo y lo práctico. Luego, en el orden especulativo, recurre a la doctrina tradicional sobre la abstracción y sus formas, esforzándose por adaptar los principios que la inspiran a la compleja temática de la ciencia actual. Se cierra con una consideración acerca de las modalidades del saber práctico. Este movimiento de distinción será completado en la segunda parte del trabajo a partir de las exigencias de complementación de las disciplinas involucradas.

Convergence of the auxiliary particle implementation of the PHD filter

Optimal Bayesian multi-target filtering is in general computationally impractical owing to the high dimensionality of the multi-target state. The Probability Hypothesis Density (PHD) filter propagates the first moment of the multi-target posterior distribution. While this reduces the dimensionality of the problem, the PHD filter still involves intractable integrals in many cases of interest. Several authors have proposed Sequential Monte Carlo (SMC) implementations of the PHD filter. However, these implementations are the equivalent of the Bootstrap Particle Filter, and the latter is well known to be inefficient. Drawing on ideas from the Auxiliary Particle Filter (APF), a SMC implementation of the PHD filter which employs auxiliary variables to enhance its efficiency was proposed by Whiteley et. al. Numerical examples were presented for two scenarios, including a challenging nonlinear observation model, to support the claim. This paper studies the theoretical properties of this auxiliary particle implementation. $\mathbb{L}_p$ error bounds are established from which almost sure convergence follows.

Auxiliary particle implementation of the probability hypothesis density filter

Optimal Bayesian multi-target filtering is, in general, computationally impractical owing to the high dimensionality of the multi-target state. The Probability Hypothesis Density (PHD) filter propagates the first moment of the multi-target posterior distribution. While this reduces the dimensionality of the problem, the PHD filter still involves intractable integrals in many cases of interest. Several authors have proposed Sequential Monte Carlo (SMC) implementations of the PHD filter. However, these implementations are the equivalent of the Bootstrap Particle Filter, and the latter is well known to be inefficient. Drawing on ideas from the Auxiliary Particle Filter (APF), we present a SMC implementation of the PHD filter which employs auxiliary variables to enhance its efficiency. Numerical examples are presented for two scenarios, including a challenging nonlinear observation model.

Drag on an ellipsoid particle in free-molecular plasma flow

Based on the analysis of molecular gas dynamics, the drag and moment acting on an ellipsoid particle of revolution X-2/a(2) + Y-2/a(2) + Z(2)/c(2) = 1, as an example of nonspherical particles, are studied under the condition of free-molecular plasma flow with thin plasma sheaths. A nonzero moment which causes nonspherical particle self-oscillation and self-rotation around its own axis in the plasma flow-similar to the pitching moment in aerodynamics-is discovered for the first time. When the ratio of axis length c/a is unity, the moment is zero and the drag formula are reduced to the well-known results of spherical particles. The effects of the particle-plasma relative velocity, the plasma temperature, and the particle materials on the drag and moment are also investigated.

Distribution, stability, bifurcations and catastrophe of steady rotation of a symmetrical heavy gyroscope with viscous-liquid-filled cavity

The number, the angles of orientation and the stability in Rumyantsev Movchan's sense of oblique steady rotations of a symmetric heavy gyroscope with a cavity completely filled with a uniform viscous liquid, possessing a fixed point 0 on its symmetric axis. are given for various values of the parameters. By taking the square of the upright component of the angular momentum M2 as a control parameter, three types of bifurcation diagrams of the steady rotations, two types of jumps and two kinds of local catastrophes, one being the symmetric reduced cusp type and the other being of the symmetric reduced butterfly type, are obtained. By taking account of the M2-damping owing to the moment of unavoidable faint friction, two different modes for the gyroscope, initially in a stable quasi-steady upright rotation with a nutation angle theta(s) equal to zero, to topple over are found.

On dilatational plastic constitutive equation of ductile materials and plastic loading paths at bifurcation

The dilatational plastic constitutive equation presented in this paper is proved to be in a form of generality. Based on this equation, the constitutive behaviour of materials at the moment of bifurcation is demonstrated to follow a loading path with the response as "soft" as possible.

Statistical-theory of multiphoton excitation of polyatomic-molecules based on the wigner function

This paper is aimed at establishing a statistical theory of rotational and vibrational excitation of polyatomic molecules by an intense IR laser. Starting from the Wigner function of quantum statistical mechanics, we treat the rotational motion in the classical approximation; the vibrational modes are classified into active ones which are coupled directly with the laser and the background modes which are not coupled with the laser. The reduced Wigner function, i.e., the Wigner function integrated over all background coordinates should satisfy an integro-differential equation. We introduce the idea of ``viscous damping'' to handle the interaction between the active modes and the background. The damping coefficient can be calculated with the aid of the well-known Schwartz–Slawsky–Herzfeld theory. The resulting equation is solved by the method of moment equations. There is only one adjustable parameter in our scheme; it is introduced due to the lack of precise knowledge about the molecular potential. The theory developed in this paper explains satisfactorily the recent absorption experiments of SF6 irradiated by a short pulse CO2 laser, which are in sharp contradiction with the prevailing quasi-continuum theory. We also refined the density of energy levels which is responsible for the muliphoton excitation of polyatomic molecules.

A closure theory of intermittency of turbulence

The variational approach to the closure problem of turbulence theory, proposed in an earlier article [Phys. Fluids 26, 2098 (1983); 27, 2229 (1984)], is extended to evaluate the flatness factor, which indicates the degree of intermittency of turbulence. Since the flatness factor is related to the fourth moment of a turbulent velocity field, the corresponding higher-order terms in the perturbation solution of the Liouville equation have to be considered. Most closure methods discard these higher-order terms and fail to explain the intermittency phenomenon. The computed flatness factor of the idealized model of infinite isotropic turbulence ranges from 9 to 15 and has the same order of magnitude as the experimental data of real turbulent flows. The intermittency phenomenon does not necessarily negate the Kolmogorov k−5/3 inertial range spectrum. The Kolmogorov k−5/3 law and the high degree of intermittency can coexist as two consistent consequences of the closure theory of turbulence. The Kolmogorov 1941 theory [J. Fluid Mech. 62, 305 (1974)] cannot be disqualified merely because the energy dissipation rate fluctuates.

Model of sources: a proposal for the hierarchy, merging strategy and representation of the information sources in virtual models of historical buildings

Contributed to: Fusion of Cultures: XXXVIII Annual Conference on Computer Applications and Quantitative Methods in Archaeology – CAA2010 (Granada, Spain, Apr 6-9, 2010)

Teorías y líneas de investigación en el sistema de franquicia: una revisión desde los años 60 hasta 2009

[ES] Diversos trabajos han analizado el sistema de franquicia y señalado las líneas principales de investigación con respecto a los trabajos científicos publicados hasta el momento (Elango y Fried, 1997; Díez de Castro y Rondán, 2004). El presente artículo pretende continuar este proceso y además, identificar las teorías aplicadas al estudiar el sistema de franquicia -teoría de la agencia, teoría de la escasez de recursos, teoría de la extensión del riesgo, teoría contractual, teoría de los costes de transacción y teoría de las señales-, explicando las contribuciones que realiza cada una de ellas a la literatura.

Determinantes de la intención del consumidor de ir a un destino turístico. Aplicación al caso de "Mundo Maya-México"

[ES] Cada destino turístico tiene una marca que puede elegir el consumidor a la hora de viajar. Este trabajo examina, a través de un modelo causal que contrastamos empíricamente para el caso de Mundo Maya-México, el papel que desempeña la reputación, las emociones y la confianza en la intención de compra de los consumidores de un destino turístico.

A ação política dos intelectuais no Brasil (1930-1945)

Getúlio Vargas governou o Brasil por duas vezes: de 1930 a 1945, e de 1951 a 1954, ano de sua morte. Norteada por uma concepção centralizadora, a Era Vargas caracterizou-se pelo desenvolvimento econômico, o nacionalismo, o controle sobre os trabalhadores e sobre os sindicatos, o planejamento estatal, a legislação social, os investimentos públicos e, sobretudo, pelo papel atribuído ao Estado como agente econômico. Do ponto de vista político, foi marcada pela precariedade das liberdades públicas, pela fraqueza da participação, por entraves à organização e à institucionalização política. Apropriando-se, à sua maneira, de intervenções políticas que se operavam no plano internacional, a Era Vargas imprimiu ao Brasil conotações autoritárias, populistas e populares, e produziu um modelo econômico e institucional cuja durabilidade foi surpreendente. Neste trabalho procuramos tratar a trajetória da relação entre a ação política e o pensamento intelectual, utilizando-se do elemento histórico para alertar sobre a fraqueza da hipótese que supõe uma bipolarização entre o intelectual isolado e aquele integrado ao contexto político. Destacamos que a “simbiose necessária” entre políticos e intelectuais é resultado da demanda de certo momento histórico no qual os últimos assumem seu papel político e se transformam nos “intérpretes dos anseios da sociedade”.