Some new simultaneous methods and their convergence analysis for finding distinct roots of polynomials
Sana Irshad (16440)
Some new simultaneous methods and their convergence analysis for finding distinct roots of polynomials - Islamabad (unpublished) 2018 - 36 p. : ill. ; 30 cm.
Submitted in fulfillment of the requirements of the degree of Master of Philosophy in Mathematics for the faculty of Basic Sciences and Humanities. Includes bibliographical references. Thesis supervisor: Dr. Nazir Ahmad Mir
Thesis (M.Phil.)--Riphah International University, 2018
English
Polynomials
Mathematics--Newton-Raphson method--Numerical analysis--Recurrent sequences --Non-linear--Simultaneous--DBS--FEAS
512.9422 / SAN
Some new simultaneous methods and their convergence analysis for finding distinct roots of polynomials - Islamabad (unpublished) 2018 - 36 p. : ill. ; 30 cm.
Submitted in fulfillment of the requirements of the degree of Master of Philosophy in Mathematics for the faculty of Basic Sciences and Humanities. Includes bibliographical references. Thesis supervisor: Dr. Nazir Ahmad Mir
Thesis (M.Phil.)--Riphah International University, 2018
English
Polynomials
Mathematics--Newton-Raphson method--Numerical analysis--Recurrent sequences --Non-linear--Simultaneous--DBS--FEAS
512.9422 / SAN