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|3 10.37167/1677-005-004-030
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|a eng
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|b الجزائر
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100 |
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|9 538693
|a Esmaeel, Khalid Abd Assalam Ateia
|e Author
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245 |
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|a On the Geometric Structures of Compact Manifold:
|b Distance Function, Critical Points on the Homology Representation
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260 |
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|b جامعة زيان عاشور الجلفة
|c 2020
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300 |
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|a 347 - 361
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336 |
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|a بحوث ومقالات
|b Article
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520 |
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|b In the field of algebraic topology, the homology of an – dimensional space reflects the geometric properties in the interior of such space. We found that and with appropriate parameter n, we can built a union of optimizes neighborhoods to represents geometric structure in an n- dimensional manifolds. Upon the notion of the critical points of the distance function, we can generate an abelian group, which represents a basis for such homology.
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653 |
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|a البناء الهندسي
|a التعدد الطبقي
|a التبولوجيا الجبرية
|a الفضاءات الهندسية
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692 |
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|b Simplicial Complex
|b Excursion Sets
|b Distance Function
|b Critical Points
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773 |
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|4 العلوم الإنسانية ، متعددة التخصصات
|6 Humanities, Multidisciplinary
|c 030
|e Journal of Afak for Sciences
|f āfāq li-l-ՙulūm
|l 004
|m مج5, ع4
|o 1677
|s مجلة آفاق للعلوم
|v 005
|x 2507-7228
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856 |
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|u 1677-005-004-030.pdf
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|d y
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|q n
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|a EduSearch
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|a EcoLink
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|a HumanIndex
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|c 1214050
|d 1214050
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