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Lattice properties of strength functions
This paper investigates an important functional representation of the cone of bounded positive semidefinite operators. It is known that the...
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A Neural Network Method for Inversion of Turbulence Strength
Accurate inversion of atmospheric turbulence strength is a challenging problem in modern turbulence research due to its practical significance....
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Statistical Inference for Multicomponent System Stress-Strength Model with Bounded Strengths
In this paper, the statistical inference for system stress-strength reliability with bounded strength is discussed. When the stress and strength...
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Modeling the Objective Function
The objective function of a mathematical program is what an optimization procedure uses to select better solutions over poorer solutions. For...
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Strength of a Conducting Nonferromagnetic Layer. Size Effect
We present the results of investigations of the steady state of a conducting nonferromagnetic layer performed with the use of the local gradient...
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On Estimating Multi- Stress Strength Reliability for Inverted Kumaraswamy Under Ranked Set Sampling with Application in Engineering
The terrible operating constraints of many real-world events cause systems to malfunction regularly. The failure of systems to perform their intended...
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Variations of Statement, Variations of Strength. The Case of the Rival–Sands Theorems
The paper surveys results obtained mainly by the author with A. Marcone, P. Shafer, and G. Soldà centered around two theorems due to I. Rival and B....
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Strength and slice rank of forms are generically equal
We prove that strength and slice rank of homogeneous polynomials of degree d ≥ 5 over an algebraically closed field of characteristic zero coincide...
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Reliability of a Multicomponent Stress-strength Model Based on a Bivariate Kumaraswamy Distribution with Censored Data
In this paper, we consider a system which has k statistically independent and identically distributed strength components and each component is...
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Flows of Liquids with a Yield Strength in Pipes under a Pulsating Pressure Drop
AbstractLaminar flows of fluids with a yield strength in pipes under the action of a periodically changing pressure drop are considered. The...
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Modeling of the Influence of Solution Strength on the Jumps of Moisture Content in a Thin Geochemical Barrier
We consider the process of moisture propagation in a soil massif with thin inhomogeneous inclusions, which can be regarded as a partial case of...
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Odd strength spherical designs attaining the Fazekas–Levenshtein bound for covering and universal minima of potentials
We characterize the cases of existence of spherical designs of an odd strength attaining the Fazekas–Levenshtein bound for covering and prove some of...
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Conservation strength of the infinite pigeonhole principle for trees
Let TT 1 be the combinatorial principle stating that every finite coloring of the infinite full binary tree has a homogeneous isomorphic subtree. Let...
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Simultaneous identification of initial value and source strength in a transmission problem for a parabolic equation
We are concerned with an inverse problem of simultaneously recovering the initial value and source strength in a transmission problem for a parabolic...
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A review of radial basis function with applications explored
Partial differential equations are a vital component of the study of mathematical models in science and engineering. There are various tools and...
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Semi-intrusive approach for stiffness and strength topology optimization under uncertainty
A semi-intrusive approach for robust design optimization is presented. The stochastic moments of the objective function and constraints are estimated...
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Universality of High-Strength Tensors
A theorem due to Kazhdan and Ziegler implies that, by substituting linear forms for its variables, a homogeneous polynomial of sufficiently high...
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Computation of the inverse Mittag–Leffler function and its application to modeling ultraslow dynamics
The inverse Mittag–Leffler function has been used to model the logarithmic growth of the mean squared displacement in anomalous diffusion, the...
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Quantitative Green’s function estimates for lattice quasi-periodic Schrödinger operators
In this paper, we establish quantitative Green’s function estimates for some higher-dimensional lattice quasi-periodic (QP) Schrödinger operators....
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Global Stability of a Cholera Model with a Generalized Treatment Function
Cholera, a waterborne disease, emerged every year and caused millions of mortalities across the globe. The unavailability of clean drinking water and...
