<p>Operations management</p>

Ordinary Differential Equation is a fundamental mathematics course that connects mathematical theories, in particular, Calculus, with practical applications. This course begins with some definitions and terminology and mathematical models used in a differential equations course. First-order and higher-order differential equations, along with the methods of solutions and their applications are introduced. Modeling with higher-order, and systems of linear first-order differential equations are covered. Numerical methods are covered throughout the course.

There are several parts in Orientation, including Opening Ceremony, Program Introduction, Professor's Guide and Outdoor Expend Training, Pre-English Course, Intensive English Training etc.

There are several parts in Orientation, including Opening Ceremony, Program Introduction, Professor's Guide and Outdoor Expend Training, Pre-English Course, Intensive English Training etc.

Overseas study tour including lectures, seminars and company visits is designed to help students to experience the global leading universities, to explore first-hand how overseas companies operations, to foster a better understanding of the global economic and business environment and to keep pace with globalization and other business environment changes.

Fundamental issues in design and development of parallel programs for various types of parallel computers. Various programming models according to both machine type and application area. Cost models, debugging, and performance evaluation of parallel programs with actual application examples. Same as CSE 402 and ECE 492. 3 undergraduate hours. 3 or 4 graduate hours. Prerequisite: CS 225.

Partial differential equations (PDEs) play a central role in modern mathematics because they allow us to describe a wide variety of real-world systems. PDEs have applications in biology (spread of species), medicine (growth of tumours), sociology (emigration rates), economics (option pricing), chemistry (reaction rates), physics (radiation of electromagnetic waves), engineering (optimal transportation), and artificial intelligence (learning theories). Fundamental concepts of PDEs and methods for solving them are therefore important for understanding nature and technology.

This course is a general introduction about the Chinese and western philosophy of law. Through reading the classics, case and basic theories of Chinese and western political philosophy, this course will lead students to discuss from four aspects: 1)the correlation and difference between natural law and modern law. 2) the evolution of methodologies of philosophy of law after the age of enlightenment. 3) the critique and challenges for contemporary philosophy of law. 4) the traditional resources and future direction of contemporary Chinese philosophy of law.

This course is a general overview of some major modern and contemporary debates in Philosophy of Mind. We will focus in particular on the following main topics: the nature of mind, the mind-body problem, mental causation, consciousness and mental content.

Investigation of the nature of scientific knowledge by examining archetypal examples from physical science (e.g., Ptolemaic and Copernican astronomy); nature of scientific truth, validation of theories, nature of scientific theories, evolution of theories, experimental procedure, role of presuppositions, scientific revolutions, etc. This course satisfies the General Education Criteria in Spring 2020 for: Humanities – Hist & Phil