Results 51 to 60 of about 2,298,010 (344)
Classifying Topology in Photonic Heterostructures with Gapless Environments. [PDF]
Photonic topological insulators exhibit bulk-boundary correspondence, which requires that boundary-localized states appear at the interface formed between topologically distinct insulating materials.
Kahlil Y. Dixon+2 more
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The variable density method has become an effective method to solve the topology optimization problem of continuum structure due to its advantages such as few design variables and high efficiency.
ZHANG GuoFeng+3 more
doaj
Mott insulators with boundary zeros [PDF]
The topological classification of electronic band structures is based on symmetry properties of Bloch eigenstates of single-particle Hamiltonians. In parallel, topological field theory has opened the doors to the formulation and characterization of non ...
N. Wagner+11 more
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Boundary and Exterior of a Multiset Topology
arXiv admin note: substantial text overlap with arXiv:1403 ...
Das, Debaroti, Mahanta, Juthika
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Topological boundary modes in jammed matter [PDF]
Granular matter at the jamming transition is poised on the brink of mechanical stability, and hence it is possible that these random systems have topologically protected surface phonons. Studying two model systems for jammed matter, we find states that exhibit distinct mechanical topological classes, protected surface modes, and ubiquitous Weyl points.
Tom C. Lubensky+2 more
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Boundary shape identification method for density based topology optimization
Topology optimization is an advanced design method that is used to generate lightweight and high-performance structures by determining the material distribution.
Yoshinori NISHIO, Yang LIU, Nagato ONO
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Nested defects on the boundary of topological superconductors [PDF]
11 pages, 9 ...
Adil A. Gangat+5 more
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Equivalent topologies on the contracting boundary
The contracting boundary of a proper geodesic metric space generalizes the Gromov boundary of a hyperbolic space. It consists of contracting geodesics up to bounded Hausdorff distances. Another generalization of the Gromov boundary is the \(\kappa\)–Morse boundary with a sublinear function \(\kappa\).
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Monoids, their boundaries, fractals and C*-algebras
In this note we establish some connections between the theory of self-similar fractals in the sense of John E. Hutchinson (cf. [3]), and the theory of boundary quotients of C*-algebras associated to monoids.
dal Verme Giulia, Weigel Thomas
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A Cloud-Based Platform for IFC File Enrichment with Second-Level Space Boundary Topology
To facilitate the automatic generation of building energy performance simulation models from BIM data sources and support multiple building designs almost simultaneously in a district environment, a cloud-based platform which uses containerized micro ...
G. Lilis+3 more
semanticscholar +1 more source