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In this research, Grassmannian complex (Configuration Complex) is being introduced in a generalized form. Its 4
th and 5
th order complexes are being constructed at first, then Nth order generalization is being
discussed. For this purpose, higher order mixed partial differential morphisms between free abelian group generated by projective configuration
of points will used. Furthermore, in this work, the associated diagrams of
these complexes are shown to be commutative.
M. Khalid, Javed Khan, Azhar Iqbal. (2017) Generalization of Higher Order Homomorphism in Configuration Complexes, Punjab University Journal of Mathematics, Volume 49, Issue 2.
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