ELECTROMAGNETIC WAVES SHIELDING BY THE PLANE ONE-LAYER SCREEN MADE FROM MATERIALS WITH SPACE DISPERSION by V. T. Erofeenko, V. F. Bondarenko

“…The main idea of the article is the development of the method for solving the boundary-value problem of penetrating the plane monochromatic electromagnetic fields through the screen made from the material with space dispersion. The problem is based on the use of the differential mathematical model of the medium with space dispersion, classical boundary conditions of continuity of the tangential components of the fields and complementary boundary conditions on the face surfaces of the screen. …”
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New Generalized Mixed Equilibrium Problem with Respect to Relaxed Semi-Monotone Mappings in Banach Spaces by Rabian Wangkeeree, Pakkapon Preechasilp

“…The strong convergence theorem of the proposed sequence is obtained in a Banach space setting. The main results extend various results existing in the current literature.…”
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Common fixed point theorems for nonself-mappings in metrically convex spaces via altering distances by M. Imdad, Ladlay Khan

“…Some common fixed point theorems for a pair of nonself-mappings in complete metrically convex metric spaces are proved by alte ring distances between the points, which generalize earlier results due to M. …”
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Caristi’s Fixed Point Theorem and Subrahmanyam’s Fixed Point Theorem in ν-Generalized Metric Spaces by Badriah Alamri, Tomonari Suzuki, Liaqat Ali Khan

“…Journal of Function Spaces…”
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Analyzing the Role of the Concept of Urban Socialization in the Urban Public Space Based on the Status of Human Dignity by Maryam Sabokkhiz, Esmail Shieh

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Fixed Point Theorems for Ćirić Type Z-Contractions in Generating Spaces of Quasi-Metric Family by Seong-Hoon Cho

“…Journal of Function Spaces…”
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Common Fixed Point Theorems of Contractions in Partial Cone Metric Spaces over Nonnormal Cones by Zhilong Li, Shujun Jiang

“…We prove some common fixed point theorems of contractions restricted with variable positive linear bounded mappings in θ-complete partial cone metric spaces over nonnormal cones and present some examples to support the usability of our results.…”
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Epistasis-Based Basis Estimation Method for Simplifying the Problem Space of an Evolutionary Search in Binary Representation by Junghwan Lee, Yong-Hyuk Kim

“…An evolutionary search space can be smoothly transformed via a suitable change of basis; however, it can be difficult to determine an appropriate basis. …”
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“Play by play”: A dataset of handball and basketball game situations in a standardized spaceZenodo by Bruno Cabado, Bertha Guijarro-Berdiñas, Emilio J. Padrón

“…We refer to this standardized coordinate space as the 'unified space'.The dataset holds significant potential for reuse in various domains related to sports analytics and machine learning research. …”
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Primary multiple synchronous tumors: soft tissue sarcoma of the retroperitoneal space and metastatic prostate cancer by O. A. Mailyan, K. Yu. Kanukoev, P. G. Berezin, K. M. Nyushko, V. A. Gorbach

Subjects: “…soft tissue sarcoma of the retroperitoneal space…”
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A Time-Space Collocation Spectral Approximation for a Class of Time Fractional Differential Equations by Fenghui Huang

“…The model solution is discretized in time and space with a spectral expansion of Lagrange interpolation polynomial. …”
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An Approach to Classical Quantum Field Theory Based on the Geometry of Locally Conformally Flat Space-Time by John Mashford

“…Fermion fields are associated with sections of vector bundles associated with the principal bundles while interaction fields (bosons) are associated with endomorphisms of the space of fermion fields. Classical quantum field theory (the Dirac equation and Maxwell’s equations) is obtained by considering representations of the structure group K⊂SU(2,2) of a principal bundle associated with a given Möbius structure where K, while being a subset of SU(2,2), is also isomorphic to SL2,C×U(1). …”
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Novel Distributed PZT Active Vibration Control Based on Characteristic Model for the Space Frame Structure by Hua Zhong, Yong Wang, Hanzheng Ran, Qing Wang, Changxing Shao

“…A novel distributed PZT control strategy based on characteristic model is presented for space frame structure in this paper. It is a challenge to obtain the exact mechanical model for space structure, since it is a coupling MIMO plant with unknown parameters and disturbances. …”
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Vortex-induced vibration energy harvesting with tandem square bluff bodies: Spacing ratio effects by Yuansheng Chen, Zheng Qi, Hongli Ji, Jianzhou Du, Pengcheng Zhao, Longting Li

“…The horizontal (L/D) and vertical H/D) spacing ratios of square bluff bodies are critical parameters influencing the efficiency of vortex-induced vibration (VIV) wind energy harvesting. …”
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Vestibular stimulation and space-time interaction affect the perception of time during whole-body rotations. by Deborah Cecilia Navarro Morales, Alexis Laplanche, Olga Kuldavletova, Bithja Cantave, Adéla Kola, Thomas Fréret, Gaëlle Quarck, Gilles Clément, Pierre Denise

“…We hypothesized that the space-time interaction (i.e., spatially larger stimuli are perceived as lasting longer) could explain these findings. …”
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Common Fixed Point Theorems for a Pair of Self-Mappings in Fuzzy Cone Metric Spaces by Saif Ur Rehman, Yongjin Li, Shamoona Jabeen, Tayyab Mahmood

“…In this paper, we present some common fixed point theorems for a pair of self-mappings in fuzzy cone metric spaces under the generalized fuzzy cone contraction conditions. …”
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The evolution of green spaces within institutional plots in Yeka Sub-City, Addis Ababa, Ethiopia by Utant Debebe, Utant Debebe, Alazar Assefa

Subjects: “…green space dynamics…”
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A direct proof of Sobolev embeddings for quasi-homogeneous Lizorkin–Triebel spaces with mixed norms by Jon Johnsen, Winfried Sickel

“…Journal of Function Spaces and Applications…”
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Subgradient Extragradient Method for Finite Lipschitzian Demicontractions and Variational Inequality Problems in a Hilbert Space by Sarawut Suwannaut

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The Solution by Iteration of a Composed K-Positive Definite Operator Equation in a Banach Space by S. J. Aneke

“…The equation 𝐿𝑢=𝑓, where 𝐿=𝐴+𝐵, with 𝐴 being a K-positive definite operator and 𝐵 being a linear operator, is solved in a Banach space. Our scheme provides a generalization to the so-called method of moments studied in a Hilbert space by Petryshyn (1962), as well as Lax and Milgram (1954). …”
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