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INTEGRATED CONDITIONAL MOMENT TESTS FOR PARAMETRIC CONDITIONAL DISTRIBUTIONS
Econometric Theory, 2011In this paper we propose consistent integrated conditional moment tests for the validity of parametric conditional distribution models, based on the integrated squared difference between the empirical characteristic function of the actual data and the characteristic function implied by the model.
Bierens, Herman J., Wang, Li
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Necessary conditions of the integrability
Inverse Problems, 1994Summary: The definition of an integrable two-dimensional partial differential system is proposed. It contains the two requirements: (i) the triadic representation must exist and (ii) the infinite set of local or nonlocal conservation laws must arise from the associated linear system.
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Boundary Conditions for Multidimensional Integrable Equations
Functional Analysis and Its Applications, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Khabibullin, I. T., Gudkova, E. V.
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Generic integrated circuit for signal conditioning
2013 IEEE 20th International Conference on Electronics, Circuits, and Systems (ICECS), 2013This paper presents a complete analog signal conditioning chip, called BONFIM IC, fabricated in 0.5 μm AMIS CMOS process. The conditioning circuit architecture here presented is composed by one differential amplifier and one buffer circuit. The differential amplifier, major part of total circuit, is responsible by amplifying the input signal as well to
Cleber Vinícius A. de Almeida +6 more
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Optimized fractional order conditional integrator
Proceedings of the 2010 American Control Conference, 2010In this paper, an optimized fractional order conditional integrator (OFOCI) is proposed. The key feature of this OFOCI is that, the fractional order α and the parameter k for the “hold” value in the course of integration can be tuned following the analytical optimality design specifications, to achieve the optimized performance not achievable using ...
Ying Luo 0003 +4 more
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Integral coalescence conditions
Molecular Physics, 1967The general coalescence conditions of Pack and Byers Brown for spatial eigenfunctions are used to derive integral coalescence conditions for exact wavefunctions Ψ for atoms and molecules with definite spin quantum numbers. These conditions for the special case of nodeless Ψ are equivalent to the cusp conditions for the electron and spin densities of ...
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Necessary condition for the existence of algebraic first integrals
Celestial Mechanics, 1983[For part I see the review above (Zbl 0556.70014).] The author finds a necessary condition for the existence of a sufficient number of algebraic first integrals for a class of dynamical systems with similarity invariance. In fact the author proves that in order that a given similarity invariant system with rational right-hand sides is algebraically ...
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Integration and Conditioning in Numerical Possibility Theory
Annals of Mathematics and Artificial Intelligence, 2001The paper discusses integration and some aspects of conditioning in numerical possibility theory, where possibility measures have the behavioural interpretation of upper probabilities, that is, systems of upper betting rates. In such a context, integration can be used to extend upper probabilities to upper previsions.
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1994
We first consider an expository linear example: with conditions given as: γ, β 1,, and β 2 are assumed constants here although they can be functions of x with minor modifications to the procedure given. In decomposition format we have Lu + Ru = 0 or L−1Lu = I:−L−1 Ru or where is a two-fold pure integration with respect to x.
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We first consider an expository linear example: with conditions given as: γ, β 1,, and β 2 are assumed constants here although they can be functions of x with minor modifications to the procedure given. In decomposition format we have Lu + Ru = 0 or L−1Lu = I:−L−1 Ru or where is a two-fold pure integration with respect to x.
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On a Condition of J. Ohm for Integral Domains
Canadian Journal of Mathematics, 1968This paper originated mainly from results presented in a paper by J. Ohm (13), and, to a lesser degree, from results of Gilmer in (3). Ohm's paper is concerned with the validity of the equation (x, y)n = (xn, yn) for each pair of elements x, y of an integral domain D with identity.
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