Mathematics and applied mathematics postgraduate subjects: ideological and political theory, postgraduate English I or French, analysis, algebra and geometry. These four subjects are all unified examination subjects. The full mark for the postgraduate entrance examination of applied mathematics is 500, including ideological and political theory 100, learning English I or French 100, analysis 150 and algebraic geometry 65440. Direction of applied mathematics postgraduate entrance examination: 1. Basic mathematics is one of the two subjects under mathematics. Basic mathematics, also known as pure mathematics, is the core and basic part of mathematical science. Basic mathematics includes mathematical logic, number theory, algebra, geometry, topology, function theory, functional analysis and differential equations. 2. Applied mathematics is one of the two disciplines under mathematics. Applied mathematics is the general name of mathematical theories and methods with clear application purposes, which studies how to apply mathematical knowledge to other branches of mathematics (especially science). It can be said that it is the opposite of pure mathematics, including differential equation, vector analysis, matrix, Fourier transform, complex variable analysis, numerical method, probability theory, mathematical statistics, operational research, control theory, combinatorial mathematics, information theory and many other branches of mathematics, as well as the study of mathematical problems raised from various application fields. Computational mathematics can sometimes be regarded as a part of applied mathematics. Professional master and degree are at the same level, and the training direction is different. Professional master mainly faces the professional needs in the fields of economy, society and industry, and trains professionals in specific occupations in all walks of life, with the aim of paying attention to the application ability of knowledge and technology. 4. Computational Mathematics Computational Mathematics is a two disciplines in mathematics, which mainly studies how to effectively solve related mathematical and logical problems with computers. The content of computational mathematics is also called numerical calculation method or numerical analysis.