本課程與 化學數學 共同的目的是要建立除了 微積分 以外，化學組修習學士學位所必要的數學基礎。群論及其在化學上的應用.

The common purpose of this course and Chemistry Mathematics is to establish the mathematical foundation necessary for a bachelor's degree in chemistry, in addition to calculus. Group theory and its applications in chemistry.

介紹基礎的線性代數與群論以及其在分子對稱性、分子軌域、和分子振動模式的應用。

Introduces basic linear algebra and group theory and their applications to molecular symmetry, molecular orbitals, and molecular vibrational modes.

教科書： 無
參考書：(1) A.Vincent, Molecular Symmetry and Group theory 1977
(2) F.A.Cotton, Chemical Applications of Group Theory 3/e 1990 (2/e 1971)
(3) C.L.Perrin, Mathematics for Chemists 1970 [Chapters 10]
(4) J.B.Dence, Mathematical Techniques in Chemistry 1975 [Chapters 1, 6]
(5) M.E.Starzak, Mathematical Methods in Chemistry and Physics 1989 [Chapters 1, 3]
(6) E. Steiner, The Chemistry Maths Book 2/e 2008

Textbook: None
Reference books: (1) A.Vincent, Molecular Symmetry and Group theory 1977
(2) F.A.Cotton, Chemical Applications of Group Theory 3/e 1990 (2/e 1971)
(3) C.L.Perrin, Mathematics for Chemists 1970 [Chapters 10]
(4) J.B.Dence, Mathematical Techniques in Chemistry 1975 [Chapters 1, 6]
(5) M.E.Starzak, Mathematical Methods in Chemistry and Physics 1989 [Chapters 1, 3]
(6) E. Steiner, The Chemistry Maths Book 2/e 2008