Results 171 to 180 of about 95,003 (214)
Persistent Homology Classifies Parameter Dependence of Patterns in Turing Systems. [PDF]
Spector R, Harrington HA, Gaffney EA.
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Baseline Resting-State Network Integration Modulates Task Performance and Aftereffect. [PDF]
Požar R +5 more
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A Sheaf and Topology Approach to Detecting Local Merging Relations in Digital Images
2021 IEEE/CVF Conference on Computer Vision and Pattern Recognition Workshops (CVPRW), 2021This paper concerns a theoretical approach that combines topological data analysis (TDA) and sheaf theory. Topological data analysis, a rising field in mathematics and computer science, concerns the shape of the data and has been proven effective in many
Chuan-Shen Hu, Yu-Min Chung
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International Journal of Applied Mathematics
This study presents a theoretical synthesis that connects algebraic topology, persistent homology, and higher category theory to provide a unified mathematical perspective for understanding geometric and algebraic structures.
Dr. C.P. Santhosh +5 more
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This study presents a theoretical synthesis that connects algebraic topology, persistent homology, and higher category theory to provide a unified mathematical perspective for understanding geometric and algebraic structures.
Dr. C.P. Santhosh +5 more
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Generating the Mapping Class Group: A Geometric, Algebraic, and Historical Survey
Columbia Journal of Undergraduate MathematicsThe aim of this thesis is to examine a problem that lies in the intersection of geometry, algebra, and the history of mathematics—the generation of the mapping class group. The group is a useful algebraic invariant of geometric surfaces.
Mrinalini Wadhwa
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Proximal
This research delves into the intriguing relationship between mathematical concepts and traditional Indonesian cultural heritage, particularly in the context of ketupat telur.
Ja'faruddin Ja'faruddin
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This research delves into the intriguing relationship between mathematical concepts and traditional Indonesian cultural heritage, particularly in the context of ketupat telur.
Ja'faruddin Ja'faruddin
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Topology, 2019
From the mid-19th century, topological understanding progressed on various fronts. ‘Flavours of topology’ considers other areas such as differential topology, algebraic topology, and combinatorial topology.
Richard A. Earl
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From the mid-19th century, topological understanding progressed on various fronts. ‘Flavours of topology’ considers other areas such as differential topology, algebraic topology, and combinatorial topology.
Richard A. Earl
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Forman–Ricci communicability curvature of graphs and networks
European journal of applied mathematicsGeometric parameters in general and curvature in particular play a fundamental role in our understanding of the structure and functioning of real-world networks.
Ernesto Estrada
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