Results 41 to 50 of about 556,147 (204)
Optimization of Low-Altitude Vertiport Network Topology Resilience
This study investigates the construction of a topological network for resilient low-altitude vertiports. Addressing the issue of excessive network redundancy often caused by maximizing algebraic connectivity in traditional topology optimization problems,
Hua Xie +5 more
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The topological Riesz algebras
The multiplicative order convergence was studied and investigated on Riesz algebras. This paper deals with Riesz algebras and different topologies on them. In this paper, we investigate Riesz algebras on which we define various kinds of continuities. We give the relation between them under certain specific conditions.
Aydın, Abdullah +2 more
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Algebraic Topology-Based Image Deformation: A Unified Model
In this paper, a new method for image deformation is presented. It is based upon decomposition of the deformation problem into basic physical laws. Unlike other methods that solve a differential or an energetic formulation of the physical laws involved ...
Layachi Bentabet, Djemel Ziou
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The Approach of
This paper undertakes an in-depth study and detailed analysis of the problem of the optimal selection of k leaders for a first-order leader-follower multi-agent system (MAS) whose interaction topology is an undirected graph, with the aim of achieving the
Shanshan Gao, Chao Ping, Xinzhuang Chen
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A new look at means on topological spaces
We use methods of algebraic topology to study when a connected topological space admits an n-mean map.
Peter Hilton
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Lower homomorphisms on additive generalized algebraic lattices
In this paper, with the additivity property, the generalized way-below relation and the maximal system of subsets as tools, we prove that all lower homomorphisms between two additive generalized algebraic lattices form an additive generalized algebraic ...
Xueyou Chen, Zike Deng
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Spectrum of equivariant cohomology as a fixed point scheme [PDF]
An action of a complex reductive group $\mathrm G$ on a smooth projective variety $X$ is regular when all regular unipotent elements in $\mathrm G$ act with finitely many fixed points.
Tamás Hausel, Kamil Rychlewicz
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On Geometric Topological Algebras
The paper under review, one of related works by the author [see also the review above], is influenced by, and subsumed under, a programme of sheaf-theoretic treatment of differential geometry, hence the term ``geometric'' for the algebras in the title.
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Abel, Mart, Abel, Mati
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Levels in algebra and topology [PDF]
In dieser großen und inhaltsreichen Arbeit werden die Grundlagen eines neuen Zusammenhangs zwischen Algebra und algebraischer Topologie gelegt. [Ein zusammen mit \textit{C. K. Peng} verfaßter Vorläufer gleichen Titels erschien bereits in Bull. Am. Math. Soc., New. Ser. 3, 845--848 (1980; Zbl 0435.10016).] Ausgangspunkt war die Entdeckung, daß die Stufe
Lam, T.Y., Dai, Z.D.
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