Using MATLAB to solve differential equations for random numbers and zeros and roots and Fourier analysis for linear equations is a simple and efficient way of solving differential equations. Preface 1. Introduction to MATLAB 2. Linear equations 3. Interpolation 4. Zeros and roots 5. Least squares 6. Quadrature 7. Ordinary differential equations 8. Fourier analysis 9. Random numbers project was to make Matlab the universal language for computation on campus. That project was approved and implemented in the academic year. In these lecture notes, instruction on using Matlab is dispersed through the material on numerical methods. In these lectures details about how to use Matlab are detailed (but not verbose) and. Numerical Computing and Matlab Raymond J. Spiteri Lecture Notes for Math Numerical Analysis 1 (Introductory Numerical Analysis) University of Saskatchewan January, Motivation for the Course This course is about numerical analysis. The associated computations are done using Matlab. Numerical analysis is concerned with the solution of.
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