Results 11 to 20 of about 1,208,437 (281)
Poisson convergence on the free Poisson algebra
Based on recent findings by Bourguin and Peccati, we give a fourth moment type condition for an element of a free Poisson chaos of arbitrary order to converge to a free (centered) Poisson distribution.
Bourguin, Solesne
core +3 more sources
A Globally Convergent Matrix-Free Method for Constrained Equations and Its Linear Convergence Rate [PDF]
A matrix-free method for constrained equations is proposed, which is a combination of the well-known PRP (Polak-Ribière-Polyak) conjugate gradient method and the famous hyperplane projection method.
Min Sun, Jing Liu
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Γ-convergence of free-discontinuity problems [PDF]
We study the Γ-convergence of sequences of free-discontinuity functionals depending on vector-valued functions u which can be discontinuous across hypersurfaces whose shape and location are not known a priori. The main novelty of our result is that we work under very general assumptions on the integrands which, in
Filippo Cagnetti +3 more
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Convergent free sequences in compact spaces [PDF]
We prove that if κ \kappa is an uncountable regular cardinal and a compact T 2 {T_2} space X X contains a free sequence of length κ \kappa , then X X also contains such a sequence that is convergent. This implies that under
Juhász, István +1 more
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Gradient-free distributed optimization with exact convergence
In this paper, a gradient-free distributed algorithm is introduced to solve a set constrained optimization problem under a directed communication network. Specifically, at each time-step, the agents locally compute a so-called pseudo-gradient to guide the updates of the decision variables, which can be applied in the fields where the gradient ...
Pang, Yipeng, Hu, Guoqiang
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Global convergence of triangularized orthogonalization-free method
This paper proves the global convergence of a triangularized orthogonalization-free method (TriOFM). TriOFM, in general, applies a triangularization idea to the gradient of an objective function and removes the rotation invariance in minimizers. More precisely, in this paper, the TriOFM works as an eigensolver for sizeable sparse matrices and obtains ...
Gao, Weiguo, Li, Yingzhou, Lu, Bichen
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Fine convergence in free groups [PDF]
In the theory of sequential convergence groups, the most often used examples seem to be free groups or free Abelian groups equipped with appropriate sequential convergence structures. The authors describe procedures for extending a sequential convergence structure on an infinite ``alphabet set'' to a certain type of free group constructed from that set
Frič, Roman, Zanolin, Fabio
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Generalized Statistical Convergence and Convergence Free Spaces
The statistical convergence was introduced by H. Fast in 1951. Since then this notion has been studied by many authors including J. Connor, J. A. Fridy, H. I. Miller, A. R. Freedman, J. J. Sember, I. J. Maddox, T. Salat, etc. In this paper, by using the concepts of convergence free spaces, cofilters and filters based on a countably infinite set, the ...
Nuray, F, Ruckle, WH
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Democratic Convergence and Free Trade [PDF]
Even if a democracy were more likely to pursue free trade than an autocracy (an unproven generalization), the simultaneous spread of democracy in the world would not necessarily yield a reduction in protection, but might in fact cause an increase. The reason for this paradoxical outcome is the fact that democratic convergence creates power profiles ...
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New type of difference sequence spaces of fuzzy real numbers
In this paper we introduce the natation difference operator Δrn(m ≥ 0, an integer) for studying properties of some sequence spaces. We define the sequence spaces l ∞ F (Δm), cF(Δm), cF o(Δm) and investigate their properties like solid‐ness, convergence ...
Binod Chandra Tripathy +1 more
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