Diffusion Characteristics of Toluene into Natural Rubber/Linear Low Density Polyethylene Blends by Henry C. Obasi, Okoro Ogbobe, Isaac O. Igwe

“…The sorption and diffusion of toluene through blends of natural rubber (NR) and linear low density polyethylene (LLDPE) of varying compositions were studied at 35, 55, and 65°C by conventional weight-gain experiments. …”
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The effect of electrically conductive carbon black on properties of the linear low-density polyethylene by O. V. Kropotin, E. A. Rogachev, E. A. Drozdova, A. A. Kalenchuk, E. G. Glukhoverya, O. V. Maliy

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Factors to affect inbred beet plants while developing material for linear selection by M. I. Fedorova, E. G. Kozar, S. A. Vetrova, V. A. Zayachkovskyi, V. A. Stepanov

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Forced Oscillations of Half-Linear Elliptic Equations via Picone-Type Inequality by Norio Yoshida

“…Picone-type inequality is established for a class of half-linear elliptic equations with forcing term, and oscillation results are derived on the basis of the Picone-type inequality. …”
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Decision procedure for first-order linear temporal logic with semi-periodic kemels by Regimantas Pliuškevičius

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Non-linear bi-algebraic curves and surfaces in moduli spaces of Abelian differentials by Deroin, Bertrand, Matheus, Carlos

“…Partly inspired by the case of homogenous spaces carrying bi-algebraic structures (such as torii, Abelian varieties and Shimura varieties), Klingler and Lerer recently showed that any bi-algebraic curve in a stratum of the moduli space of Abelian differentials is linear provided that the so-called condition $(\star )$ is fulfilled.In this note, we construct a non-linear bi-algebraic curve, resp. surface, of Abelian differentials of genus $7$, resp. $10$.…”
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Un modèle pour caractériser le niveau des compétences des enseignants by Anne Demeester, Patrice Laisney, Éric Tortochot

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Boundary value problem with integral conditions for a linear third-order equation by M. Denche, A. Memou

“…We prove the existence and uniqueness of a strong solution for a linear third-order equation with integral boundary conditions. …”
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On efficient iterative schemes for finding all solutions of non-linear engineering problems by Mudassir Shams, Nasreen Kausar

Subjects: “…non-linear equation…”
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Experimental Study on the Tensile Property of a Novel Oriented Linear Porous Metal by Bin Liu, Xin-gang Wang, Yong Tang, Wei Yuan, Chao-bin Fang, Zhen-ping Wan

“…A novel oriented linear porous metal (OLPM) with high porosity was fabricated through solid-sintering method with cutting copper fibers. …”
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VI-2 class of Hamming weight of -aryq linear codes with dimension 5 by Guo-xiang HU, Huan-guo ZHANG

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Least Absolute Deviation Estimate for Functional Coefficient Partially Linear Regression Models by Yanqin Feng, Guoxin Zuo, Li Liu

“…The functional coefficient partially linear regression model is a useful generalization of the nonparametric model, partial linear model, and varying coefficient model. …”
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Boundary Value Problem of Nonlinear Hybrid Differential Equations with Linear and Nonlinear Perturbations by Said Melliani, Abdelati El Allaoui, Lalla Saadia Chadli

“…The aim of this paper is to study a boundary value problem of the hybrid differential equation with linear and nonlinear perturbations. It generalizes the existing problem of second type. …”
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Vibration Control of Linear Split Stirling Cryogenic Cooler for Airborne Infrared Application by A.M. Veprik, V.I. Babitsky, N. Pundak, S.V. Riabzev

“…Modern infrared imagers often rely on the split Stirling cryogenic coolers the linear compressors of which are the well-known sources of harmonic disturbance. …”
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Regularized Multiframe Super-Resolution Image Reconstruction Using Linear and Nonlinear Filters by Mahmoud M. Khattab, Akram M. Zeki, Ali A. Alwan, Belgacem Bouallegue, Safaa S. Matter, Abdelmoty M. Ahmed

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Nonlinear Triangular Intuitionistic Fuzzy Number and Its Application in Linear Integral Equation by Sankar Prasad Mondal, Adrijit Goswami, Sujit Kumar De

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Creation of one-parametrical model russia for testa "linear algebra, analytical geometry" by Lidiya A. Muratova

“…In this article for the "Linear Algebra, Analytical Geometry" test, according to the modern theory of testing (IRT) the one-parametrical Russia model is under construction. …”
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Dirac equation solution in the light front via linear algebra and its particularities by Jorge Henrique de Oliveira Sales, Gabriel de Oliveira Aragão, Diego Ramos do Nascimento, Ronaldo Thibes

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An Optimally Generalized Steepest-Descent Algorithm for Solving Ill-Posed Linear Systems by Chein-Shan Liu

“…An optimal iterative algorithm with m-vector descent direction in a Krylov subspace is constructed, of which the m optimal weighting parameters are solved in closed-form to accelerate the convergence speed in solving ill-posed linear problems. The optimally generalized steepest-descent algorithm (OGSDA) is proven to be convergent with very fast convergence speed, accurate and robust against noisy disturbance, which is confirmed by numerical tests of some well-known ill-posed linear problems and linear inverse problems.…”
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Statistical Evaluation of Non-Linear Parameter Estimation Procedures for Adsorption Equilibrium Models by Guilherme Ozorio Cassol, Roger Gallon, Marcio Schwaab, Elisa Barbosa-Coutinho, João B. Severo Júnior, José Carlos Pinto

“…Several models have been proposed for prediction of adsorption equilibrium and all models depend on parameters whose values must be estimated from available experimental data. Although linear parameter estimation procedures can be used for model fitting, through transformation of available experimental data and model parameters, non-linear parameter estimation procedures lead to more reliable results and allow for direct comparison of results obtained with different adsorption equilibrium models. …”
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