Functor and categorical representation of Polylogarithmic groups

Author

Muhammad Sami Siddiqui, Institute of Business AdministrationFollow

Degree

Master of Science in Mathematics

Department

Department of Mathematical Sciences

Date of Award

Fall 2015

Advisor

Dr. Raziuddin Siddiqui

Committee Member 1

Dr. Junaid Alam Khan, Institute of Business Administration, Karachi

Project Type

Thesis

Access Type

Restricted Access

Pages

viii, 49

Keywords

Functor and Categorical representation, Grassmannian complex, Polylogarithmic groups

Abstract

In this dissertation we study Polylogarithmic groups in the language of category and functors. By treating Grassmannian complex (simplicial chain complex), Tangential version of Bloch-Suslin complex over ring of dual number for weight 2, 3 and generally n , as the category of Abelian groups and defining functors from one category to another category or one structure to another structure by checking its validation and properties.

Link to Catalog Record

https://ils.iba.edu.pk/cgi-bin/koha/opac-detail.pl?biblionumber=105714

Recommended Citation

Siddiqui, M. S. (2015). Functor and categorical representation of Polylogarithmic groups (Unpublished master's thesis). Institute of Business Administration, Pakistan. Retrieved from https://ir.iba.edu.pk/etd/52