Journal of Prime Research in Mathematics

Projective configurations and the variant of cathelineaus complex

Sadaqat Hussain
Department of Mathematical Sciences ,University of Karachi, Pakistan.
Raziuddin Siddiqui
Department of Mathematical Sciences Research centre, Federal Urdu University, Gulshan-e-Iqbal, Karachi Pakistan.

\(^{1}\)Corresponding Author:


In this paper we try to connect the Grassmannian subcomplex defined over the projective differential map \(\acute{d}\) and the variant of Cathelineau’s complex. To do this we define some morphisms over the configuration space for both weight 2 and 3. we also prove the commutativity of corresponding diagrams.


Grassmannian complex; configuration; vector space; Infinitesimal; Cross Ratio.