A math major program of study typically does not have a huge number of courses, and the absence of lab courses means that math courses tend not to be as time consuming as in some other majors. Its purpose is to search for a deeper understanding and an expanded knowledge of mathematics itself.

I was a "general" math major, meaning I didn't follow a specific set of guidelines like "take x credits of pure math" or "take x,y,z applied math courses" but I took a mix of pure and applied courses. Math Major There are four undergraduate programs in mathematics. Pure is going to be strictly the basics of algebra, analysis, topology, and possibly some geometry in there.

In some schools, both pure and applied math majors will take Real Analysis with the Rudin book, along with a few other of the same courses. Pure mathematics is the study of the basic concepts and structures that underlie mathematics. Requirements for the Major in Mathematics (consists of five lower-division and eight upper-division courses) LOWER-DIVISION REQUIRED COURSES Mathematics 1A Calculus Mathematics 1B Calculus Mathematics 53 Multivariable Calculus Mathematics 54 Linear Algebra & Differential Equations Mathematics 55 Discrete Mathematics … The academics involved with this program are … Course Requirements: Pure Mathematics.

The Major in Pure Mathematics is designed to prepare graduates as ethical professionals for work in industry, research organisations and academia, and the learning and teaching methods are designed to provide students with the opportunity to gain and demonstrate the knowledge, skills and capabilities required for this purpose. Its purpose is to search for a deeper understanding and an expanded knowledge of mathematics itself. All Pure Mathematics majors are also strongly encouraged to take Physics 140-141 and 240-241 and to acquire a working knowledge of a high-level computer language (e.g. The first three are all part of Course 18 and lead to the degree Bachelor of Science in Mathematics. Fortran, C, or C++) at a level equivalent to the completion of EECS 183. For example, UC Berkeley. Pure mathematics is listed in S2000 Bachelor of Science, S3001 Bachelor of Science Advanced - Global Challenges (Honours) and S3002 Bachelor of Science Advanced - Research (Honours) at Clayton as a major or extended major.