Sensitivity Analysis of the Locus Reliability of Linear Motion Mechanism by Wu Jiping, He Bing, Hu Weilin

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On the uniform exponential stability of linear skew-product semiflows by Ciprian Preda

“…The problem of uniform exponential stability of linear skew-product semiflows on locally compact metric space with Banach fibers, is discussed. …”
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Peculiarities of Bounds on States through the Concept of Linear Superposition by Amit Bhar

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Non-Gaussian Linear Mixing Models for Hyperspectral Images by Peter Bajorski

“…In this paper, we recognize that the presence of major materials in the image scene is likely to exhibit nonrandomness and only the remaining variability due to noise, or other factors, would exhibit random behavior. Hence, we assume a linear mixing model with a structured background, and we investigate various distributional models for the error term in that model. …”
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Steganalysis of JPEG images using non-linear residuals by Chao XIA, Yaqi LIU, Qingxiao GUAN, Xin JIN, Yanshuo ZHANG, Shengwei XU

“…Most current JPEG steganalytic methods can only extract features from a series of linear residuals.Non-linear filters are not considered in these JPEG steganalytic methods, resulting in single types of residuals.Hence, a JPEG steganalytic method using non-linear residuals was proposed.Firstly, non-linear residuals were generated without a high computational cost by using element-wise minimum and maximum operations across a couple of linear residuals which had been obtained in the current JPEG steganalytic method.Secondly, according to the JPEG phase, the non-linear residual was divided into sub-residuals in which the histogram features were extracted.Thirdly, considering the minimum and maximum operators, the symmetrization method was accordingly designed.Finally, all the symmetrized histogram features were concatenated to form the final feature set.Experimental results indicate that the performance for JPEG steganalysis can be improved effectively by using both the linear and the non-linear residuals.…”
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On the number of residues of certain second-order linear recurrences by Accossato, Federico, Sanna, Carlo

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Fractional-Order Control of a Micrometric Linear Axis by Luca Bruzzone, Pietro Fanghella

“…This paper discusses the application of a particular fractional-order control scheme, the PDD1/2, to the position control of a micrometric linear axis. The PDD1/2 scheme derives from the classical PD scheme with the introduction of the half-derivative term. …”
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ANALYTICAL SOLUTIONS OF NON-LINEAR HEAT CONDUCTION PROBLEMS by V. A. Bondarev

“…The paper contains information about analytical solutions of a non-linear heat conduction equation. Taking into account the fact that till the present moment physically substantiated methods for solving this equation are not found, analytical formulae have been derived for the first time. …”
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Livedo Reticularis in Association with Fingolimod: A Case Report by Elif Afacan Yıldırım, Esra Adışen

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Robust Linear Neural Network for Constrained Quadratic Optimization by Zixin Liu, Yuanan Liu, Lianglin Xiong

“…Based on the feature of projection operator under box constraint, by using convex analysis method, this paper proposed three robust linear systems to solve a class of quadratic optimization problems. …”
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Linear Psoriasis Vs ILVEN: A Diagnostic Dilemma by Hemanta Kumar Kar, Debasmita Behera, Mrinalini Dey, Shini Choubey

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Impuestos lineales óptimos para economías con altruismo by Ikuho Kochi, Raúl Alberto Ponce Rodríguez, Miriam Saldaña Hernández

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Modeling Pan Evaporation for Kuwait by Multiple Linear Regression by Jaber Almedeij

“…The correlations of evaporation with temperature and relative humidity are also transformed in order to linearize the existing curvilinear patterns of the data by using power and exponential functions, respectively. …”
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On the Approximate Analytical Solution to Non-Linear Oscillation Systems by Mahmoud Bayat, Iman Pakar

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Exponential Stability of Linear Discrete Systems with Multiple Delays by J. Baštinec, H. Demchenko, J. Diblík, D. Ya. Khusainov

“…The paper investigates the exponential stability and exponential estimate of the norms of solutions to a linear system of difference equations with multiple delays xk+1=Axk+∑i=1sBixk-mi, k=0,1,…, where s∈N, A and Bi are square matrices, and mi∈N. …”
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Adaptive Cut Selection in Mixed-Integer Linear Programming by Turner, Mark, Koch, Thorsten, Serrano, Felipe, Winkler, Michael

Subjects: “…Mixed-Integer Linear Programming…”
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Some Topological Properties of Fuzzy Antinormed Linear Spaces by Ljubiša D. R. Kočinac

“…We also discuss some boundedness properties in fuzzy antinormed linear spaces.…”
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Recent development in the theory of linear partial differential equations by Jean Dieudonné

“…A historical development of the theory of linear partial differential equation is reviewed with comments. …”
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Generalized Linear Spatial Models to Predict Slate Exploitability by Angeles Saavedra, Javier Taboada, María Araújo, Eduardo Giráldez

“…The aim of this research was to determine the variables that characterize slate exploitability and to model spatial distribution. A generalized linear spatial model (GLSMs) was fitted in order to explore relationship between exploitability and different explanatory variables that characterize slate quality. …”
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On Constants in Nonoscillation Criteria for Half-Linear Differential Equations by Simona Fišnarová, Robert Mařík

“…We study the half-linear differential equation (r(t)Φ(x′))′+c(t)Φ(x)=0, where Φ(x)=|x|p−2x, p>1. …”
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