Chinese

The course studies the basic theory of stochastic processes and research methods through and economics and management perspective. Topics include financial engineering theory, conditional mathematical expectation, martingale, Poisson process, update process, Markov chain, Brownian motion, stochastic integral, and stochastic financial model.

This course is divided into two parts—engineering development and social changes. Engineering development responds to the needs of human life, satisfies and promotes increasingly diverse lifestyles, and at the same time profoundly affects the beautiful society of human beings in our social lifestyles, psychological states, ethical issues, and environmental resources. Topics include automobiles and assistive devices, media development, sexual harassment and bullying, creativity and intellectual property rights, surface engineering and human interactions, stress adjustment, crime prevention, integrated circuit development, environmental change and water resources, laws of thermodynamics and ways to mature, information technology. All topics are discussed under the context of engineering development and social trends.

The basic content of the course includes complex planes and extended complex planes, Cauchy-Riemann equations and holomorphic functions, fractional linear transformations and basic elementary functions, single-valued branches of complex integrals and multivalued functions, Cauchy integral theory, power series and Laurent levels Number, isolated singularity and residue theorem, biholomorphic mapping and Riemann mapping theorem, preliminary analysis and extension, etc.

The course introduces the main concepts of human resource management, practical use, and research discoveries. Topics include recruitment and selection, training and development, performance management and evaluation, compensation management, and workplace health management, lending understanding to the role and function of human resource management, as well as how the field of psychology is involved within the organizations. Text: G. Dessler, HUMAN RESOURCE MANAGEMENT; and various references. Assessment: group project (40%), participation (20%), final exam (40%).

The course provides knowledge of non-agricultural animals, their diet, management, conservation, and uses. It provides a comparative study of animal physiology and introduces the anatomy, physiology, behavior, and management of rare birds, mammals, reptiles, and aquatic animals. Assessment: attendance (20%), midterm paper (30%), final exam (50%).

Theatrical performance is not a mere imitation, but a very imaginative and creative art. This course focuses on improvisation to inspire the imagination of actors and the expressiveness of body voices. In addition, through the analysis and interpretation of drama texts, and through the discussion of characters, relationships, emotional motivations, and presentation of short scenes in the classroom, students are guided how to discover, construct, and enter their characters in the text. This course is not only an introduction to various performing arts (such as mime, dance, opera, musical, etc.), but also one of the best ways to appreciate dramatic literature.

This course begins with basic classical primers and steadily leads students to read more difficult and complicated literary Chinese writings in the Qin, Han, Tang, and Song Dynasties. The ultimate objective is to foster students’ literary Chinese reading ability. With classical poems and articles of all the past dynasties as the main materials, this course teaches step by step the methods for reading literary Chinese. This course is taken by local students as well as international students from around the world with varrying degrees of Chinese language ability.

This course covers the basic theories and research methods of abnormal psychology. It examines the causes, course, coping strategies, and intervention methods of the main types of mental illnesses, as well as analyzes the diagnoses of major psychological diseases, the establishment of treatment guidelines, and intervention techniques.

This engineering mathematics course covers ordinary and series solutions of differential equations, vectors and vector space, matrix, determinants, linear systems, eigenvalues, diagonalization, system of linear differential equations, and Laplace transformation. 

Course topics include program planning; broadcast and television media; comparison of the characteristics of different media forms; current trends in China's radio and television industry; content-based audio-visual media planning; content-based audio-visual media planning practice; integration of business and humanities; and similarities and differences between entertainment and new programs.