Master of Science in Mathematics
Department of Mathematical Sciences
Date of Award
Dr. Junaid Alam Khan
Committee Member 1
Dr. Imran Qureshi, COMSATS Institute of Information Technology, Vehari
Committee Member 2
Dr. Ahsan Binyamin, Government College University, Faisalabad
Algebraic Geometry, Mathematics
In this dissertation we have explored the behavior of Sagbi Basis under non-central (w.r.t non-commuting variable T) (de)homogenization technique in free associative algebras. Cases of non-central (de)homogenization of Groebner Basis in free associative algebras is discussed in detailed to extract how things work differently when non-central (de)homogenization is applied to Sagbi Basis in free associative algebras.
Abbas, A. (2016). (DE) homogenization of Sagbi bases in free associative algebras (Unpublished master's thesis). Institute of Business Administration, Pakistan. Retrieved from https://ir.iba.edu.pk/etd/48
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