Multipliers in weak Heyting algebras by Shokoofeh Ghorbani

Subjects: “…weak heyting algebra…”
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Another closure operator on preneighbourhood spaces by Partha Ghosh

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The Linear Span of Projections in AH Algebras and for Inclusions of C*-Algebras by Dinh Trung Hoa, Toan Minh Ho, Hiroyuki Osaka

“…In the first part of this paper, we show that an AH algebra A=lim→(Ai,ϕi) has the LP property if and only if every element of the centre of Ai belongs to the closure of the linear span of projections in A. …”
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Spatial numerical ranges of elements of Banach algebras by A. K. Gaur, T. Husain

“…Among other results, it is shown that the closure of the spatial numerical range of an element of a Banach algebra without Identity but wlth regular norm is exactly its numerical range as an element of the unitized algebra. …”
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Pawlak Algebra and Approximate Structure on Fuzzy Lattice by Ying Zhuang, Wenqi Liu, Chin-Chia Wu, Jinhai Li

“…We also investigate molecule Pawlak algebra and obtain some related properties.…”
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Boolean Algebra of Soft Q-Sets in Soft Topological Spaces by Samer Al Ghour

“…We define soft Q-sets as soft sets whose soft closure and soft interior are commutative. We show that the soft complement, soft closure, and soft interior of a soft Q-set are all soft Q-sets. …”
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A Note on Some Uniform Algebra Generated by Smooth Functions in the Plane by Raymond Mortini, Rudolf Rupp

“…In this spirit, we also give elementary approaches to the calculation of these stable ranks for some classical function algebras on 𝐾.…”
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Derivation and Implementation of a Non‐Local Term to Improve the Oceanic Convection Representation Within the k–ɛ Parameterization by Alexandre Legay, Bruno Deremble, Hans Burchard

“…To do so, we extend the k–ε algebraic second‐moment closure by relaxing the assumption on the equilibrium of the temperature variance θ′2‾. …”
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Connections on trivial vector bundles over projective schemes by Biswas, Indranil, Hô Hai, Phùng, dos Santos, Joao Pedro

“…In more detail, we show that the differential Galois group is a certain “closure” of the aforementioned Lie algebra.…”
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Geometric Characterization of the Numerical Range of Parallel Sum of Two Orthogonal Projections by Weiyan Yu, Ran Wang, Chen Zhang

“…Let H be a complex separable Hilbert space and BH be the algebra of all bounded linear operators from H to H. …”
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On absolutely invertibles by Francisco Javier García-Pacheco, María de los Ángeles Moreno-Frías, Marina Murillo-Arcila

“…In this manuscript, the notion of absolutely invertible was extended consistently from semi-normed rings to the class of general topological rings. Then, the closure of the absolutely invertibles multiplied by a certain element was proved to be contained in the set of topological divisors of the element. …”
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The Relationship between Two Kinds of Generalized Convex Set-Valued Maps in Real Ordered Linear Spaces by Zhi-Ang Zhou

“…A new notion of the ic-cone convexlike set-valued map characterized by the algebraic interior and the vector closure is introduced in real ordered linear spaces. …”
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Fuzzy -Continuous Posets by S. P. Rao, Q. G. Li

“…The concept of fuzzy subset system on fuzzy posets is introduced; some elementary definitions such as fuzzy -continuous posets and fuzzy -algebraic posets are given. Furthermore, we try to find some natural classes of fuzzy -continuous maps under which the images of such fuzzy algebraic structures can be preserved; we also think about fuzzy -continuous closure operators in alternative ways. …”
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Applications of a New q-Difference Operator in Janowski-Type Meromorphic Convex Functions by Bakhtiar Ahmad, Muhammad Ghaffar Khan, Mohamed Kamal Aouf, Wali Khan Mashwani, Zabidin Salleh, Huo Tang

“…Furthermore, we discuss a number of useful geometric properties for the functions belonging to this class such as sufficiency criteria, coefficient estimates, distortion theorem, growth theorem, radius of starlikeness, and radius of convexity. Also, algebraic property of closure is discussed of functions belonging to this class. …”
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A Comparison of Implications in Orthomodular Quantum Logic—Morphological Analysis of Quantum Logic by Mitsuhiko Fujio

“…On the other hand, quantum logics are algebraically formalized as orhomodular or modular ortho-complemented lattices (Birkhoff and von Neumann, 1936; Maeda, 1980; Chiara and Giuntini, 2002), and shown to allow Kripke semantics (Chiara and Giuntini, 2002). …”
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A single source theorem for primitive points on curves by Maleeha Khawaja, Samir Siksek

“…Let $n \ge 2$ . We say that an algebraic point $P \in C(\overline {K})$ has degree n if the extension $K(P)/K$ has degree n. …”
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Uniform boundedness of $ (SL_2(\mathbb{C}))^{n} $ and $ (PSL_2(\mathbb{C}))^{n} $ by Fawaz Aseeri

“…. $ We say that $ S $ normally generates $ G $ if $ G $ is the normal closure of $ S $ in $ G. $ In this situation, every element $ g\in G $ can be written as a product of conjugates of elements of $ S $ and their inverses. …”
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