Morphisms between additive higher Chow groups and cyclic variant of infinitesimal dilogarithm

Author

Syed Ahsan Kamal, Institute of Business Administration

Degree

Master of Science in Mathematics

Department

Department of Mathematical Sciences

Date of Award

Fall 2018

Advisor

Dr. Raziuddin Siddiqui

Committee Member 1

Dr. Waseem Khalid, University of Lahore, Pakpattan, Pakistan

Committee Member 2

Dr. Waqas Mahmood, Quaid-e-Azam University, Islamabad, Pakistan

Project Type

Thesis

Access Type

Restricted Access

Pages

ix, 37

Keywords

Chow groups, infinitesimal dilogarithm

Abstract

In this research, we primarily study additive higher Chow groups and cyclic variant of infinitesimal dilogarithm and finds morphisms between them, also satisfy defining functional relations of infinitesimal dilogarithm on group of 1-cycles, i.e. Z1(♦3), and in the end we will prove that underlying diagram is commutative.

Link to Catalog Record

https://ils.iba.edu.pk/cgi-bin/koha/opac-detail.pl?biblionumber=107358

Recommended Citation

Kamal, S. A. (2018). Morphisms between additive higher Chow groups and cyclic variant of infinitesimal dilogarithm (Unpublished master's thesis). Institute of Business Administration, Pakistan. Retrieved from https://ir.iba.edu.pk/etd/2