Listar por tema "Mathematics, Interdisciplinary Applications"
Mostrando ítems 21-33 de 33
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On the Julia set of the perturbed Mandelbrot map
(2000)In this work, we present numerical results which support the smooth decomposition method of the generalized Julia set by Peintge et al., in the case of other perturbations of the Mandelbrot map studied in our previous work ... -
On the Julia sets of a noise-perturbed Mandelbrot map
(2002)In the present work we present numerical results which support further a 2 " -type bifurcation scenario for the interior of the Fatou sets, as suggested by the smooth decomposition method introduced by Peinke, Parisi, ... -
Probability from chaos
(2004)Chaos is argued to lie at the origin of probability in nature. This is supported by several results: natural probabilistic processes are components of Markov processes; and Markov processes arise as projections of chaotic ... -
Programming Identification Criteria in Simultaneous Equation Models
(2015)Examining the identification problem in the case of a linear econometric model can be a tedious task. The rank and order conditions are commonly used in identification for simultaneous equations models. The order condition ... -
RECURRENCE QUANTIFICATION ANALYSIS OF TEMPERATURE FLUCTUATIONS IN A HORIZONTAL ROUND HEATED TURBULENT JET
(2009)We present an analysis of temperature fluctuations in a horizontal round heated turbulent jet. Instantaneous temperature time series were recorded at several points along a horizontal line in the plane of symmetry of the ... -
A REVIEW STUDY OF THE 3-PARTICLE TODA LATTICE AND HIGHER ORDER TRUNCATIONS: THE EVEN-ORDER CASES (PART II)
(2010)We complete the study of the numerical behavior of the truncated 3-particle Toda lattice (3pTL) with even truncations at orders n = 2k, k = 2,...,10. We use (as in Part I): (a) the method of Poincare surface of section, ... -
A REVIEW STUDY OF THE 3-PARTICLE TODA LATTICE AND HIGHER-ORDER TRUNCATIONS: THE ODD-ORDER CASES (PART I)
(2010)The numerical behavior of the truncated 3-particle Toda lattice (3pTL) is reviewed and studied in more detail (than in previous papers) and at higher energies (at odd-orders n <= 9). We further extended our study to higher ... -
A simple finite element model for the geometrically nonlinear analysis of thin shells
(1999)A triangular flat finite element for the analysis of thin shells which undergo large displacements is proposed. It is: based upon the geometrically nonlinear theory of von Karman for thin plates and the total Lagrangian ... -
SP-Dock: Protein-Protein Docking Using Shape and Physicochemical Complementarity
(2013)In this paper, a framework for protein-protein docking is proposed, which exploits both shape and physicochemical complementarity to generate improved docking predictions. Shape complementarity is achieved by matching local ... -
THE STRUCTURE OF PHASE SPACE CLOSE TO FIXED POINTS IN A 4D SYMPLECTIC MAP
(2013)We study the dynamics in the neighborhood of fixed points in a 4D symplectic map by means of the color and rotation method. We compare the results with the corresponding cases encountered in galactic type potentials and ... -
A study on the dependency of the interface forces on the FE discretization in nonconvex-nonsmooth frictional contact problems
(2004)In this paper, the effect of the FE discretization density on the results of both convex and nonconvex-nonsmooth frictional contact and adhesive contact interface problems is investigated. The tool for this study is a ... -
Surface tension effects an the nonlinear behavior of long waves in a two layer flow
(2001)The propagation of long waves of finite amplitude at the interface of two viscous fluids in the presence of interfacial tension is examined. The effect of capillarity on the shape of the waves at the interface of two ...