Algebraic Topological Method for Semantic Modelling of Plant Cell Shapes

Geometric structures of objects in traditional geometric feature modelling are obtained via several numerical calculations; however, some geometric information is lost when objects are modelled in other dimensional spaces. The study proposes the method of simplicial complexes for the representation...

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Bibliographic Details
Published in2019 XXII International Conference on Soft Computing and Measurements (SCM) pp. 176 - 178
Main Authors Yi, Wenlong, Zhao, Yinding, Wu, Canghai, Yang, Le
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.05.2019
Subjects
algebraic topology
CAD
Computational modeling
Computer graphics
Numerical models
Ontologies
plant cell
semantic modelling
Semantics
Shape
Shape measurement
simplicial complex
Solid modeling
Three-dimensional displays
Topology
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DOI10.1109/SCM.2019.8903849

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Summary:Geometric structures of objects in traditional geometric feature modelling are obtained via several numerical calculations; however, some geometric information is lost when objects are modelled in other dimensional spaces. The study proposes the method of simplicial complexes for the representation of topological structures of plant cell shapes and their 3D formalization using the Ontology Language. The proposed method provides description and representation of the topology of cell shapes according to the local and global characteristics of computer graphics and enables to obtain semantic information about their complex relations.
DOI:10.1109/SCM.2019.8903849