化學數學 Mathematics for Chemists
課程綱要:

一、向量空間概念(Basic concept in vector space)
二、矩陣、行列式與線性聯立方程式(Matrices, determinants and systems of linear equations)
三、本徵值問題與極值問題(The eigenvalue problem and the extremal property of the quadratic forms)
四、常微分方程(含化學反應動力學的應用) (Ordinary differential equations with applications in chemical kinetics)
五、傅立葉級數(Fourier series)
六、偏微分方程(Partial differential equations)
七、群的概念與對稱群(Group, symmetry groups)
八、群的表現理論(Representations of groups)
九、群論在化學上的應用（Chemical applications of the group theory)