The Kitchen and the Dacha: Productive Spaces of Soviet Mathematics by Slava Gerovitch

“…For many Soviet mathematicians, instead of being a refuge from work, their home apartments and dachas became their primary working spaces — places where they did their research, met with students, and exchanged ideas with colleagues. …”
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On the Fuzzy Number Space with the Level Convergence Topology by J. J. Font, A. Miralles, M. Sanchis

“…Journal of Function Spaces and Applications…”
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Statistical Λ-Convergence in Probabilistic Normed Spaces by M. Aldhaifallah, K. S. Nisar, H. M. Srivastava, M. Mursaleen

“…Journal of Function Spaces…”
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Dual of Modulation Spaces with Variable Smoothness and Integrability by Hua Zhu

“…Journal of Function Spaces…”
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Nonlinear functional integrodifferential equations in Hilbert space by J. Y. Park, S. Y. Lee, M. J. Lee

“…Let X be a Hilbert space and let Ω⊂Rn be a bounded domain with smooth boundary ∂Ω. …”
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(Recovering) China’s Urban Rivers as Public Space by Kelly Shannon, Chen Yiyong

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Transplantation of Amniotic Membrane to the Subretinal Space in Pigs by Jens Folke Kiilgaard, Erik Scherfig, Jan Ulrik Prause, Morten la Cour

“…AM is well tolerated in the subretinal space, causes only limited inflammation, and is covered with a monolayer of pigmented cells when in contact with the host RPE. …”
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Space, trinity and city: a theological exploration by R. Venter

“… The article addresses the neglect of space in theology. It is argued that any retrieval of space requires a transcendent referent and practical application. …”
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Topologies on Superspaces of TVS-Cone Metric Spaces by Xun Ge, Shou Lin

“…This paper investigates superspaces 𝒫0(X) and 𝒦0(X) of a tvs-cone metric space (X,d), where 𝒫0(X) and 𝒦0(X) are the space consisting of nonempty subsets of X and the space consisting of nonempty compact subsets of X, respectively. …”
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Semi-I-Expandable Ideal Topological Spaces by Chawalit Boonpok

“…Our purpose is to introduce the notion of semi-I-expandable ideal topological spaces. Some properties of semi-I-locally finite collections are investigated. …”
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Semigroup Actions on Intuitionistic Fuzzy Metric Spaces by Yaoyao Lan, Qingguo Li

“…This paper investigates the dynamical systems in the context of topological semigroup actions on intuitionistic fuzzy metric spaces. We give some concepts such as topological transitivity, point transitivity, and densely point transitivity for such dynamical systems. …”
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The integral wavelet transform in weighted Sobolev spaces by Ta Ngoc Tri, Nguyen Minh Chuong

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FREEDOM OF THE INFORMATION SPACE. IS IT A REALITY OR ILLUSION? by Elena V. Korableva

“…The purpose: to define and analyze the limits of freedom and personal fulfillment in the information space in accordance with the change of the vector information and technical characteristics of social development. …”
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Function Spaces with a Random Variable Exponent by Boping Tian, Yongqiang Fu, Bochi Xu

“…The spaces with a random variable exponent 𝐿𝑝(𝜔)(𝐷×Ω) and 𝑊𝑘,𝑝(𝜔)(𝐷×Ω) are introduced. …”
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SPACE AND PLACE OF THE BALKANS: A GEOCRITICAL PERSPECTIVE by Sanja Lazarevic Radak

“…Suggest a geocritical aim that provides a sort of ballance between the material geography („real“) and imaginary spaces.…”
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Securing Human Rights on the Post-Soviet Space by R. A. Kasyanov, E. A. Torkunova

“…Abstract: A lot of profound political, economic, social, cultural and legislative modifications have happened on the post-Soviet space since the disintegration of the USSR. The term “post-Soviet space” should not be considered as the geographical boundaries of the fifteen former Soviet republics. …”
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Airspace closures due to reentering space objects by Ewan Wright, Aaron Boley, Michael Byers

“…Abstract Uncontrolled reentries of space objects create a collision risk with aircraft in flight. …”
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SOCIETY OF KNOWLEDGES AS SPACE OF DEVELOPMENT OF INTELLECT OF PERSONALITY by G. Moskalyk

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Riesz bases and positive operators on Hilbert space by James R. Holub

“…A consequence of the method of proof of this result yields a series representation for all positive isomorphisms on a Hilbert space.…”
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The Uniform Boundedness Theorem in Asymmetric Normed Spaces by C. Alegre, S. Romaguera, P. Veeramani

“…We obtain a uniform boundedness type theorem in the frame of asymmetric normed spaces. The classical result for normed spaces follows as a particular case.…”
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