1. Chinese, foreign languages, history, philosophy, journalism, communication, broadcasting and hosting, interview and editing, and management (business management, financial management, business management, math).
2. Administration depends on the situation, and some schools need to learn it; Public management does not need to learn mathematics, but employment is hard to say), labor and social security, industrial design, clothing design.
3. Arts (vocal music, fine arts), sports, medicine (depending on the school), psychology (statistics is required in applied psychology), sociology, legal ethnology, religion
Advanced mathematics refers to a part of elementary mathematics that has more complicated objects and methods. Broadly speaking, mathematics other than elementary mathematics are all advanced mathematics. Some also call algebra, geometry and simple set theory preliminary and logic preliminary mathematics in middle school as intermediate mathematics, which is the transition between elementary mathematics in primary and secondary school and advanced mathematics in university.
It is generally believed that higher mathematics is a basic discipline formed by calculus, more in-depth algebra, geometry and their intersection. The main contents include: limits, calculus, space analytic geometry and vector algebra, series, ordinary differential equations.
Strict logic means that in the induction and collation of mathematical theory, whether it is concepts and expressions, or judgments and reasoning, the rules of logic should be applied and the laws of thinking should be followed.
What is "high number"?
Advanced mathematics is not a compulsory course in universities. Advanced mathematics is a basic subject for postgraduate examinations in engineering, science and finance, while other majors do not study advanced mathematics.
Students of all kinds of majors in science and engineering in China (except mathematics majors, who study mathematical analysis) have difficulty in learning mathematics, and textbooks are often called "advanced mathematics"; Students of arts and history majors learn mathematics a little shallower. Textbooks are often called "calculus".
Different majors of science and engineering, and different majors of literature and history, have different degrees. It is higher mathematics that studies variables, but higher mathematics does not only study variables.
As for the courses associated with "advanced mathematics", they usually include linear algebra (mathematics majors learn advanced algebra), probability theory and mathematical statistics (some mathematics majors are divided into two classes).
Extended data
Higher mathematics has its inherent characteristics, which are high abstraction, strict logic and wide application. Abstraction and computation are the most basic and significant characteristics of mathematics. Only with a high degree of abstraction and unity can we deeply reveal its essential laws and make it more widely used.
Strict logic means that in the induction and collation of mathematical theory, whether it is concepts and expressions, or judgments and reasoning, the rules of logic should be applied and the laws of thinking should be followed.
Therefore, mathematics is also a way of thinking, and the process of learning mathematics is the process of thinking training. The progress of human society is inseparable from the wide application of mathematics. Especially in modern times, the emergence and popularization of electronic computers have broadened the application field of mathematics. Modern mathematics is becoming a powerful driving force for the development of science and technology, and has also penetrated into the field of social science extensively and deeply.
The computational aspect of mathematics. It even plays a leading role in elementary mathematics.
Its position in higher mathematics is also obvious. In addition to many theoretical disciplines, higher mathematics also has a large number of computational disciplines, such as differential equations, computational mathematics, statistics, etc. With highly abstract theoretical equipment, these disciplines can deal with complex computing problems in modern science and technology.