On modules of continuous linear mappings by Dinamérico P. Pombo

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Linear and Nonlinear Matrix Equations by Masoud Hajarian, Qing-Wen Wang, Vejdi I. Hasanov

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Linearization: Geometric, Complex, and Conditional by Asghar Qadir

“…It is relevant to mention that much of the work is not linearization but uses the base of linearization.…”
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Linear right ideal nearrings by Kenneth D. Magill

“…We determine, up to isomorphism, all those topological nearrings 𝒩n whose additive groups are the n-dimensional Euclidean groups, n>1, and which contain n one-dimensional linear subspaces {Ji}i=1n which are also right ideals of the nearring satisfying several additional properties. …”
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On linear algebraic semigroups III by Mohan S. Putcha

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The surface of non-linear rotation by K. L. Panchuk, T. M. Myasoyedova

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Joint transitivity for linear iterates by Sebastián Donoso, Andreas Koutsogiannis, Wenbo Sun

“…We establish sufficient and necessary conditions for the joint transitivity of linear iterates in a minimal topological dynamical system with commuting transformations. …”
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On linear algebraic semigroups III by Mohan S. Putcha

Subjects: “…linear algebraic semigroup…”
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Semidefinite Optimization Providing Guaranteed Bounds on Linear Functionals of Solutions of Linear Integral Equations with Smooth Kernels by Guangming Zhou, Chao Deng, Kun Wu

“…Based on recent progress on moment problems, semidefinite optimization approach is proposed for estimating upper and lower bounds on linear functionals defined on solutions of linear integral equations with smooth kernels. …”
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Green approach to synthesis polymer composites based on chitosan with desired linear and non-linear optical characteristics by Dyari M. Mamand, Sarkawt A. Hussen, Shujahadeen B. Aziz

“…The oscillator’s strength ( $$\:{S}_{0}$$ ) and wavelength ( $$\:{\lambda\:}_{0}$$ ) were determined via the Sellmeier model using the linear refractive index. The first-order nonlinear ( $$\:{\chi\:}^{\left(1\right)}$$ ), second-order non-linear ( $$\:{\chi\:}^{\left(2\right)}$$ ) and third-order nonlinear optical susceptibility ( $$\:{\chi\:}^{\left(3\right)}$$ ) were determined for all the films.…”
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Complexity in Linear Systems: A Chaotic Linear Operator on the Space of Odd 2π-Periodic Functions by Tamás Kalmár-Nagy, Márton Kiss

“…Not just nonlinear systems but infinite-dimensional linear systems can exhibit complex behavior. It has long been known that twice the backward shift on the space of square-summable sequences l2 displays chaotic dynamics. …”
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The relative biologic effectiveness versus linear energy transfercurve as an output-input relation for linear cellular systems by Quoc T. Luu, Paul DuChateau

“…When biological response is defined in terms of the Relative Biologic Effectiveness (RBE) and different radiation type is characterized by Linear Energy Transfer (LET), the plot of the RBE versus LET (RBE-LET) curve shows RBE to increase with increasing LET, to reach a maximum, and to decrease with further increasing LET. …”
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Linearity as Metadiscourse in Murray Bail’s Fiction by Marie Herbillon

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Gauging generalised symmetries in linear gravity by Chris Hull, Maxwell L. Hutt, Ulf Lindström

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Linear Sequences and Weighted Ergodic Theorems by Tanja Eisner

“…These weights are deterministic and come from orbits of certain bounded linear operators on Banach spaces. This extends the known results for nilsequences and return time sequences of the form for a measure preserving system and , avoiding in the latter case the problem of finding the full measure set of appropriate points .…”
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Differences of Positive Linear Operators on Simplices by Ana-Maria Acu, Gülen Başcanbaz-Tunca, Ioan Rasa

“…The aim of the paper is twofold: we introduce new positive linear operators acting on continuous functions defined on a simplex and then estimate differences involving them and/or other known operators. …”
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Fuzzy n-normed linear space by AL. Narayanan, S. Vijayabalaji

“…The primary purpose of this paper is to introduce the notion of fuzzy n-normed linear space as a generalization of n-normed space. …”
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Buchwalter-Schmets theorems and linear topologies by L. M. Sánchez Ruiz, J. R. Ferrer

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