Transcription of INTRODUCTION TO NUMERICAL ANALYSIS
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INTRODUCTION TO NUMERICAL ANALYSIS
Cho, Hyoung KyuDepartment of Nuclear EngineeringSeoul National UniversityCho, Hyoung KyuDepartment of Nuclear EngineeringSeoul National UniversityINTRODUCTION TO NUMERICAL ANALYSIS8. NUMERICAL Finite Difference Approximation of the Finite Difference Formulas Using Taylor Series Finite Difference Formulas of First Finite Difference Formulas for the Second Summary of Finite Difference Formulas for NUMERICAL differentiation Formulas Using Lagrange differentiation Using Curve Use of MATLAB Built In Functions for NUMERICAL Richardson's Error in NUMERICAL NUMERICAL Partial Finite Difference Approximation of the Finite Difference Formulas Using Taylor Series Summary of Finite Difference Formulas for NUMERICAL differentiation Formulas
8.1 Background Approaches to numerical differentiation Finite difference approximation Derivative at a point T Ü based on the value of points in the neighborhood of T Ü Approximate analytical expression Analytical expression that can be easily differentiated
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