Results 201 to 210 of about 20,098 (261)
Robust observer-sliding mode composite control for mechanical systems under uncertain disturbances. [PDF]
Sci RepLi Q, Hu Y, Fang X.
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A Variational Formulation for Irreversible Thermodynamics with Path Dependence. [PDF]
Entropy (Basel)Ren H.
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Exploring novel semi-inner product reproducing Kernels in Banach space for robust Kernel methods. [PDF]
PLoS OneDing Y, Zhao Y, Pei Y.
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Communication-free fault-tolerant control of distributed DC microgrid against sensor faults. [PDF]
Sci RepOuahabi MS +7 more
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On the Definitions of (Co‐)integration
Journal of Time Series Analysis, 1999Two problems exist in testing for (co‐)integration. One is that current definitions of fractional integration in the time domain can be incomplete. The other is that disregarding fractional orders of integration can cause incorrectly sized inference about cointegration.
Abadir, Karim M., Taylor, Robert A. M.
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On a symmetrized definite integration
Applied Mathematics and Computation, 2007The result reported in the present paper is based on an extension of Riemann's integration (as an alternative to Lebesgue's integration), that involves a direct projection of the curve of \(f(x)\) on the \(y= x\) line itself. Evaluation of this integral is shown to be related to the solution of nonlinear Cauchy problem and/or a nonlinear functional ...
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The Cauchy Definition of a Definite Integral
The Annals of Mathematics, 1915where 41.. m denote numbers chosen at random in (a, x1)... (Xm1, b). Riemannt takes the limit of the sum (2) as his definition of the definite integral of any function f(x) in the interval (a, b). A bounded function f(x) will therefore be said to be integrable in the Cauchy sense if the limit on the right in (1) is unique for all modes of subdivision ...
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2015
In the previous chapter of our book, we became acquainted with the concept of the indefinite integral: the collection of primitive functions of f was called the indefinite integral of f. Now we introduce a very different kind of concept that we also call integrals—definite integrals, to be precise.
Miklós Laczkovich, Vera T. Sós
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In the previous chapter of our book, we became acquainted with the concept of the indefinite integral: the collection of primitive functions of f was called the indefinite integral of f. Now we introduce a very different kind of concept that we also call integrals—definite integrals, to be precise.
Miklós Laczkovich, Vera T. Sós
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SSRN Electronic Journal, 2020
This paper offers a philosophical definition of the term "integrity". The term is often used positively as referring to a person or a corporation. But what does "integrity" mean exactly? Dictionary definitions are unhelpful. This paper draws on philosophical and theological traditions to show how integrity is connected to ideas of order, legitimacy ...
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This paper offers a philosophical definition of the term "integrity". The term is often used positively as referring to a person or a corporation. But what does "integrity" mean exactly? Dictionary definitions are unhelpful. This paper draws on philosophical and theological traditions to show how integrity is connected to ideas of order, legitimacy ...
openaire +1 more source