Generalized Geometry of Tangential and Affine Configuration Chain Complexes | Zendy

Muhammad Khalid | Zendy; Mariam Sultana | Zendy; Azhar Iqbal | Zendy; Javed Khan | Zendy

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Generalized Geometry of Tangential and Affine Configuration Chain Complexes

Author(s) -

Muhammad Khalid,

Mariam Sultana,

Azhar Iqbal,

Javed Khan

Publication year - 2021

Publication title -

punjab university journal of mathematics

Language(s) - English

Resource type - Journals

ISSN - 1016-2526

DOI - 10.52280/pujm.2021.531103

Subject(s) - affine transformation , chain (unit) , affine geometry of curves , mathematics , homomorphism , geometry , affine geometry , affine group , affine plane (incidence geometry) , pure mathematics , affine space , physics , plane (geometry) , quantum mechanics

In this work, geometry of tangential and affine configurationchain complex is proposed in generalized form. Initially tangential andaffine configuration chain complexes are connected for special case n = 6,lastly this concept is generalized for any case n ∈ N through two types ofgeneralized homomorphisms.

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