•Course Purpose 
Numerical computation has a wide range of applications in physics, including analysis of experimental data, solution of a nonlinear equation that cannot be solved analytically and numerical simulation. In this class, we study the fundamentals of numerical algorithms. The goal is to understand the mathematical background of numerical algorithms . 

•Prerequisite Subjects 
Linear Algebra I and II, Analysis 

•Course Topics 
* Solution algorithms for nonlinear equations, linear simultaneous equations * Numerical differentiation and numerical integration * Interpolation of functions * Computation of the eigenvalues of matricesã€€ã€€* Introduction of quantum computing 

•Textbook 
Mizushima, Yanase, Ishihara (2019) (ISBN: 9784864810616) 

•Additional Reading 
Sogabe, Yamamoto (Kaneda, Sasai, Zhang eds.) (ISBN:9784320122666) 

•Grade Assessment 
Examination, and partly report. 

•Notes 


•Contacting Faculty 
At the end of class. 