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Higher order numerical method for homogeneous boundary condition with variable coefficients for the solution of heat equation [MS Mathematics] / . by Aqsa Nawaz

By: Aqsa Nawaz.

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BookPublisher: Lahore : UMT. School of Science. Department of Mathematics, 2019Description: 52 p.DDC classification: TP 515.353 Dissertation note: Report presented in partial requirement for MS degree in Mathematics Advisor : Dr. Muhammad Aziz ur Rehman MS Department of Mathematics 2019 F2017109014

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Current location	Call number	Status	Date due	Barcode
UMT Main Campus Welcome to LRC UMT Main Campus Lahore	TP 515.353 AQS-H (Browse shelf)	Not for loan		131926

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Previous	TP 515.352 IFR-D Dynamical analysis of compact objects in F(R) and F(R,T) theories [PH.D program] [+CD]	TP 515.352 MUN-N Natural convection flow of burger fluid with damped shear and thermal flux between two vertical parallel plates [M.Phil Mathematics] /	TP 515.352 SHA-C Coincidence best proximity point results in double controlled metric type spaces[MS Mathematics] /	TP 515.353 AQS-H Higher order numerical method for homogeneous boundary condition with variable coefficients for the solution of heat equation [MS Mathematics] /	TP 515.353 ARM-H Higher order numerical method for the solution of heat equation with homogeneous boundary condition [MS Mathematics] /	TP 515.353 AZI-T Third order parallel splitting techniques for the solution of two dimensional heat equation with nonlocal boundary condition (MS program) [+CD] /	TP 515.353 MAR-E Existence of n symmetric positive solutions for singular second order two-point and four-point boundary value problems (MS program) [+CD]	Next

Report presented in partial requirement for MS degree in Mathematics
Advisor : Dr. Muhammad Aziz ur Rehman MS Department of Mathematics 2019 F2017109014

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Higher order numerical method for homogeneous boundary condition with variable coefficients for the solution of heat equation [MS Mathematics] / . by Aqsa Nawaz

By: Aqsa Nawaz.

Browsing UMT Main Campus Shelves Close shelf browser