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Numerical Methods- Solving Linear System

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Handwritten Numerical Methods Notes – Linear Systems Clear, well-organized handwritten notes covering key numerical methods for solving linear systems. Topics include: - Elimination Method ( Gauss Elimination, Gauss Elmination with Partial Pivoting) - LU Decomposition (Doolittle, Crout ,Thomas Algorithm & Cholesky Methods) - Iteration Method (Jacobi & Gauss Seidel) Perfect for students and learners who want a straightforward, study-ready resource with step-by-step explanations and worked examples.

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Institution
Universiti Teknologi Malaysia
Course
SSCM 2423











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Institution
Universiti Teknologi Malaysia
Course
SSCM 2423
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Document information

Uploaded on
January 29, 2026
Number of pages
36
Written in
2022/2023
Type
Class notes
Professor(s)
Dr shazirawati
Contains
All classes

Subjects

  • numerical methods
  • linear system
  • gauss elimination
  • doolitle
  • crout
  • thomas algorithm
  • cholesky
  • jacobi
  • gauss seidel
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VineetaRajakumar

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VineetaRajakumar Universiti Teknologi Malaysia
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themathnerd

Hello! I’m currently pursuing a Master of Philosophy (MPhil) in Applied Mathematics, specializing in operational research in environmental engineering. I previously completed my Bachelor’s degree in Applied Mathematics, during which I created my own handwritten notes based on lecture materials provided by my professors. Through these notes, I share the knowledge I’ve gained throughout my academic journey. While they may not be perfect, they are clear, practical, and especially useful for students taking courses such as Engineering Mathematics.

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