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In this research work, a generalized extension of morphisms
has been proposed to define generalized geometry between the two generalized chain complexes: Grassmannian configuration, and a variant of
Cathelineau infinitesimal. Initially, the new morphisms are introduced to
extend the geometry of Grassmannian and variant of Cathelineau infinitesimal chain complexes for weight n = 6. Finally, generalizations of this
extension are proposed through generalized morphisms, and the commutativity of associated diagrams is also shown.
M. Khalid, Azhar Iqbal. (2019) Generalized Extension of Morphisms in Geometry of Configuration and Infinitesimal Polylogarithmic Groups Complexes, , Volume 51, Issue 8.
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