On θ-generalized closed sets by Julian Dontchev, Haruo Maki

“…Furthermore, generalized Λ-sets [16] are extended to θ-generalized Λ-sets and R0-, T1/2- and T1-spaces are characterized. The relations with other notions directly or indirectly connected with generalized closed sets are investigated. …”
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Circulations à la frontière entre Kurdes d’Irak et Kurdes d’Iran. by Cyril Roussel

“…On the outskirts of Iran, spaces as Iraqi Kurdistan – like in Dubai where the situation is well known - benefit of the protectionist policy of the Islamic Republic and the cross-border differential to implement a significant illegal trade. …”
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Multiplicity of positive solutions to semilinear elliptic boundary value problems by Kenichiro Umezu

“…Our approach is based on super- and sub-solutions, and relies on the topological degree theory on the positive cones of ordered Banach spaces. A concrete example is also presented.…”
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À l’école de la ville : contre-cultures expérimentales dans les années 1970 by Adélaïde Boëlle-Dupouy

“…Starting from Riccardo Dalisi’s street workshops from 1971 to 1974 in Naples with children who had dropped out of school, we will see how architects, artists and designers propose the reintroduction of children into the street and public spaces of working-class neighborhoods.…”
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An electro-optically tunable arrayed waveguide grating fabricated on thin film lithium niobate by Zhe Wang, Zhiwei Fang, Yiran Zhu, Jian Liu, Lang Gao, Jianping Yu, Haisu Zhang, Min Wang, Ya Cheng

“…Experiments show that the fabricated electro-optically controlled TFLN AWG has a channel spacing of 200 GHz and a wavelength tuning efficiency of 10 pm/V.…”
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Existence of Solutions for Generalized Vector Quasi-Equilibrium Problems by Scalarization Method with Applications by De-ning Qu, Cao-zong Cheng

“…The aim of this paper is to study generalized vector quasi-equilibrium problems (GVQEPs) by scalarization method in locally convex topological vector spaces. A general nonlinear scalarization function for set-valued mappings is introduced, its main properties are established, and some results on the existence of solutions of the GVQEPs are shown by utilizing the introduced scalarization function. …”
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Enterramientos aristocráticos y redes eclesiásticas en Navarra by Fermín Miranda García

“…Their preference for the cathedral, the parish churches and the churches of the urban convents, their interest in maintaining family traditions or establishing new criteria; the desire, in short, to signify in some way their social, juridic and economic prestige when it came to perpetuating their memory through burial spaces.…”
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Streaming Science #5: Using Virtual Reality Tours for Engagement With Your Target Audience by Jamie Loizzo, Gabriel Spandau, Caroline Barnett, Alice Akers, Alexis Bolger, Courtney Meyers

“…This publication is intended as a guide for communication and education professionals to use various virtual reality (VR) hardware and software to create immersive online content about agricultural and natural resources spaces and places to communicate, teach, and engage with scientific content. …”
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Norm Attaining Arens Extensions on ℓ1 by Javier Falcó, Domingo García, Manuel Maestre, Pilar Rueda

“…We study norm attaining properties of the Arens extensions of multilinear forms defined on Banach spaces. Among other related results, we construct a multilinear form on ℓ1 with the property that only some fixed Arens extensions determined a priori attain their norms. …”
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Fixed Point Results via Real-Valued Function Satisfying Integral Type Rational Contraction by Naveen Mani, Amit Sharma, Rahul Shukla

“…In this article, we mainly discuss the existence and uniqueness of fixed point satisfying integral type contractions in complete metric spaces via rational expression using real-valued functions. …”
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The Split Common Fixed Point Problem for Total Asymptotically Strictly Pseudocontractive Mappings by S. S. Chang, L. Wang, Y. K. Tang, L. Yang

“…The purpose of this paper is to propose an algorithm for solving the split common fixed point problems for total asymptotically strictly pseudocontractive mappings in infinite-dimensional Hilbert spaces. The results presented in the paper improve and extend some recent results of Moudafi (2011 and 2010), Xu (2010 and 2006), Censor and Segal (2009), Censor et al. (2005), Masad and Reich (2007), Censor et al. (2007), Yang (2004), and others.…”
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Existence of Best Proximity Point with an Application to Nonlinear Integral Equations by Shagun Sharma, Sumit Chandok

“…Using the idea of modified ϱ-proximal admissible mappings, we derive some new best proximity point results for ϱ−ϑ-contraction mappings in metric spaces. We also provide some illustrations to back up our work. …”
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Matrix Transformations and Quasi-Newton Methods by Boubakeur Benahmed, Bruno de Malafosse, Adnan Yassine

“…We first recall some properties of infinite tridiagonal matrices considered as matrix transformations in sequence spaces of the forms sξ, sξ∘, sξ(c), or lp(ξ). Then, we give some results on the finite section method for approximating a solution of an infinite linear system. …”
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Degenerate Differential Operators with Parameters by Veli B. Shakhmurov

“…Several conditions for the maximal regularity uniformly with respect to the parameter and the Fredholmness in Banach-valued Lp− spaces of these problems are given. In applications, the nonlocal boundary value problems for degenerate elliptic partial differential equations and for systems of elliptic equations with parameters on cylindrical domain are studied.…”
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Strong Convergence of the Viscosity Approximation Process for the Split Common Fixed-Point Problem of Quasi-Nonexpansive Mappings by Jing Zhao, Songnian He

“…We discuss the strong convergence of the viscosity approximation method for solving the split common fixed-point problem for the class of quasi-nonexpansive mappings in Hilbert spaces. Our results improve and extend the corresponding results announced by many others.…”
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Stability of Admissible Functions by Rabha W. Ibrahim

“…By using the concept of the weak subordination, we examine the stability (a class of analytic functions in the unit disk is said to be stable if it is closed under weak subordination) for a class of admissible functions in complex Banach spaces. The stability of analytic functions in the following classes is discussed: Bloch class, little Bloch class, hyperbolic little Bloch class, extend Bloch class (Qp), and Hilbert Hardy class (H2).…”
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D’une rive, l’autre by Brigitte Baptandier

“…Through the cult of the Lady of Linshui, Linshui furen, and the Daoist ritual tradition of the Lüshan pai, strongly tinged with Tantrism, we skirt along the boundaries between those different sociological, imaginary and symbolic spaces. A prolonged navigation (1980-2016), a point in China’s time.…”
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Le galérien, le révolté et le yuppie : trois trajectoires d’immigrés égyptiens à Abu Dhabi by Lucile Gruntz

“…Yet, migrants are not straightforward agents of social change: their experiences are historically framed; they put up with discriminatory administrative rules; migration brands minds and bodies, as well as the spaces where migrants live or which they cross. The article deals with this complexity through a compared analysis of three cases of male Egyptian immigrants in Abu Dhabi.…”
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NONLINEAR PERTURBATIONS OF POLYHEDRAL NORMAL CONE MAPPINGS AND AFFINE VARIATIONAL INEQUALITIES by Nguyễn Thành Quí

“…This paper establishes an upper estimate for the Frechet normal cone to the graph of the nonlinearly perturbed polyhedral normal cone mappings in finite dimensional spaces. Under a positive linear independence assumption on the normal vectors of the active constraints at the point in question, the result leads to an upper estimate for values of the Mordukhovich coderivative of such mappings. …”
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Montgomery Identity and Ostrowski Type Inequalities for Riemann-Liouville Fractional Integral by Andrea Aglić Aljinović

“…We further use them to obtain Ostrowski type inequalities involving functions whose first derivatives belong to Lp spaces. These inequalities are generally sharp in case p>1 and the best possible in case p=1. …”
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