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Sum of Squares of ‘m’ Consecutive Woodall Numbers
مجلة بغداد للعلوم, 2023 This paper discusses the Sums of Squares of “m” consecutive Woodall Numbers. These discussions are made from the definition of Woodall numbers. Also learn the comparability of Woodall numbers and other special numbers.
P. Shanmuganandham, T. Deepika
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On the regularity of the solutions and of analytic vectors for “sums of squares”
Bruno Pini Mathematical Analysis Seminar, 2023 We present a brief survey on some recent results concerning the local and global regularity of the solutions for some classes/models of sums of squares of vector fields with real-valued real analytic coefficients of H"ormander type.
Gregorio Chinni
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Systematic Analysis and Design of Control Systems Based on Lyapunov’s Direct Method
Algorithms, 2023 This paper deals with systematic approaches for the analysis of stability properties and controller design for nonlinear dynamical systems. Numerical methods based on sum-of-squares decomposition or algebraic methods based on quantifier elimination are ...
Rick Voßwinkel, Klaus Röbenack
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Invariance principle for independent random variables with infinite variance
Lietuvos Matematikos Rinkinys, 2023 A functional central limit theorem for self-normalized adaptive process U−1m,N ζn is considered, where Um,N is a sum of squares of block-sums of size m, as m and the number of blocks N = n/m tend to infinity.
Mindaugas Juodis
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Sum of Squares of ‘n’ Consecutive Carol Numbers
مجلة بغداد للعلوم, 2023 The discussion in this paper gives several theorems and lemmas on the Sums of Squares of consecutive Carol Numbers. These theorems are proved by using the definition of carol numbers and mathematical induction method.
P. SHANMUGANANDHAM, C. DEEPA
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A Beveridge–Nelson filters for the self normalization
Lietuvos Matematikos Rinkinys, 2021 Let Xt =Σ∞i=0 ψi εt−i be a linear process, where εt , t ∈ Z, are i.i.d. r.v.’s in the domain of attraction of a normal law with zero mean and possibly infinite variance.
Mindaugas Juodis
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Sum-of-squares geometry processing [PDF]
ACM Transactions on Graphics, 2021 Geometry processing presents a variety of difficult numerical problems, each seeming to require its own tailored solution. This breadth is largely due to the expansive list of geometric primitives , e.g., splines, triangles, and hexahedra, joined with an ever-expanding variety of objectives ...
Marschner, Zoë +3 more
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Custom Bell inequalities from formal sums of squares [PDF]
QuantumBell inequalities play a key role in certifying quantum properties for device-independent quantum information protocols. It is still a major challenge, however, to devise Bell inequalities tailored for an arbitrary given quantum state.
Victor Barizien +2 more
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On infinite divisibility of a class of two-dimensional vectors in the second Wiener chaos
Modern Stochastics: Theory and Applications, 2020 Infinite divisibility of a class of two-dimensional vectors with components in the second Wiener chaos is studied. Necessary and sufficient conditions for infinite divisibility are presented as well as more easily verifiable sufficient conditions.
Andreas Basse-O’Connor +2 more
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Augmented Latin Square Designs for Imprecise Data [PDF]
Neutrosophic Sets and Systems, 2023 This paper addresses a novel approach for analyzing augmented Latin square design with uncertain observations, the so-called neutrosophic augmented Latin square design (NALSD). The contribution of our work lies in estimating the effects of rows, columns,
Abdulrahman Al-Aita , Hooshang Talebi
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