Results 251 to 260 of about 9,956,543 (298)
Fault-tolerant control of quadrotor unmanned aerial vehicle by using adaptive fuzzy T-S and linear matrix inversion approach. [PDF]
Taimoor M +7 more
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Chronic Right Heart Failure: Pathogenesis, Haemodynamic Foundations, and a Pragmatic Diagnostic Algorithm. [PDF]
Dini FL +13 more
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Adaptive Neural Control for Constrained Biomimetic Rehabilitation Robots Using a Novel High-Order Integral Barrier Function. [PDF]
Zhang T, Zhang J, Yan P.
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Unbounded Positive Definite Functions
Let G be an abelian group, written additively. A complexvalued function ƒ, defined on G, is said to be positive definite if the inequality1holds for every choice of complex numbers C1, …, cn and S1, …, sn in G. It follows directly from (1) that every positive definite function is bounded. Weil (9, p.
James Stewart
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Strictly positive definite functions on spheres
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Lu, Tianshi
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Conditionally positive definite functions and infinitely divisible positive definite functions
Lecture Notes in Mathematics, 1972Alain Guichardet
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On matrix valued square integrable positive definite functions [PDF]
. In this paper, we study matrix valued positive definite functions on a unimodular group. We generalize two important results of Godement on L2 positive definite functions. We show that a matrix-valued continuous L2 positive definite function can always
Hongyu He
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Finite range decompositions of positive-definite functions [PDF]
We give sufficient conditions for a positive-definite function to admit decomposition into a sum of positive-definite functions which are compactly supported within disks of increasing diameters Ln.
Anna Talarczyk, David Brydges
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Distribution Functions and Positive-Definite Functions
The Annals of Mathematics, 1934The distribution of the values of a real almost periodic function or more generally of an almost periodic curve in several dimensions has been investigated lately by Wintner, Haviland and others.' One of the methods applied by Wintner depends on the use of Fourier transforms and is as such a standard method in the theory of probability.
Bochner, Salomon, Jessen, B.
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