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The early 1980s saw the development of a new perspective on motor control inspired by theories of self-organization and dynamical systems theory, which resulted in a detailed documentation of the relation between oscillator properties and task requirements.

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In the framework of a robustness study on maximum likelihood estimation with LISREL three types of problems are dealt with: nonconvergence, improper solutions, and choice of starting values. The purpose of the paper is to illustrate why and to what extent these problems are of importance for users of LISREL. The ways in which these issues may affect the design and conclusions of robustness.

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Hierarchical and gradient structures are ubiquitous in the biological world, such as Geckos' toe,[Citation 1] bone and bamboo.[Citation 2] The sophisticated structures formed in the natural selection process render the animals and plants an extraordinary synergy of light weight, high stiffness, high strength and high toughness even though these properties are generally mutually exclusive.

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F.Calogero and A.Degasperis: Spectral Transform and Solitons:Tools to Solve and Investigate Nonlinear Evolution Equations.North Holland, Amsterdam. Volume One, 1982. MATH Google Scholar . F.Calogero and A.Degasperis: Spectral Transform and Solitons:Tools to Solve and Investigate Nonlinear Evolution Equations Volume Two, 1984..

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Asymptotic AnAlysis for periodic structures A. BensoussAn J.-l. lions G. pApAnicolAou AMS CHELSEA PUBLISHING American Mathematical Society • Providence, Rhode Island ΑΓΕΩΜΕ ΕΙΣΙΤΩ ΤΡΗΤΟΣ ΜΗ F O U N DE 1 8 8 A M E R I C A N M A T H E M

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An extension of an earlier model simulating the effects of light on the drosophila eclosion rhythm is presented. The effects of variable light intensity are described. This allows not only the simulation of certain experiments not covered by the earlier model, but also it permits an extension of the model to other organisms. By changing only its sensitivity to light the model simulates the.

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Linear-topological classification of separableLp-spaces associated with von Neumann algebras of type I. AbstractWe classify, up to a linear-topological isomorphism, all separableLp-spaces, 1≤p<∞, associated with von Neumann algebras of type I. In particular, anyLp-space associated with an….

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A uniform asymptotic analysis of dispersive wave motion. D. S. Ahluwalia E. Reiss S. Stone. Physics. 1974. The signaling problem for the one dimensional Klein-Gordon equation with spatially varying coefficients is analyzed. A formal, uniformly valid, asymptotic expansion of the solution is obtained with…. Expand.

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1. 2. The imaginary part of the nucleus-nucleus potential is not discussed in paper [1]. In the. 0 is a quarter of the real depth. This choice. is arbitrary therefore these parameters should be fitted additionally. 3. The Coulomb potential radius is not defined in paper [1], so in the NRV it is equal to.

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In this chapter it is shown that the PLS-algorithms typically converge if the covariance matrix of the indicators satisfies (approximately) the "basic design", a factor analysis type of model. The algorithms produce solutions to fixed point equations; the.