Physical Mathematics(2.0 credits)
|Course Type||:||Specialized Courses|
|Course Name||:||Applied Physics|
|Starts 1||:||3 the previous term|
|Lecturer||:||Kenji SHIRAISHI Professor|
|Mathematical Methods that are used in Physics are studied with the essential examples to give a deeper understanding of physical phenomena.
1. Students can use differential equations in solving real physical problems.
2. Students can understand complex function and complex integral.
|Mathematics 1 with Exercises Mathematics 2 with Exercises|
|1.Ordinary Differential Equation I
Study series expansion method for ordinary differential equation.
2.Ordinary Differential Equation II
Study special functions appeared in quantum mechanics by solving hyper geometric
Study basic knowledge of complex function.
Study method to solve definite integral by using complex integral.
|Mathematics for Physics by M. Wadati
Special Functions by T. Inui
|Mathematics for Physics I by H. Fukuyama and M Ogata.|
|Midterm Exam 40%, Final Exam 40% and Reports 20%. A passing mark is 60%.|
|There is no conditions to resister.|
|Contact to the following adress