
Navigate a GRE subject math prep with modules covering calculus, differential equations, linear algebra, and abstract algebra, where each module is a separate UDMA course and prior knowledge is assumed.
Explore concise topics from graph theory and set theory to topology and real and complex analysis, with examples on center of gravity, least squares regression, and bisection and Newton-Raphson methods.
Explore topology concepts from open sets and bases to continuity and compactness. Learn about Hausdorff, subspace and product topologies, and the Bolzano-Weierstrass criterion for compactness.
Explore real analysis and measure theory on the real line, covering measurable sets, outer measures, the Lebesgue integral, and simple and step functions.
Complete this bonus lecture as part of the eight-module GRE subject math prep course, emphasizing practice exams, study plans, handouts, and staying updated via the course website.
This course is a prep course for the GRE Subject exam in Mathematics. If you wish to apply for a grad program in math, statistics and such, this exam is required.
This is the seventh module and includes all the additional topics material needed in order to excel in the exam. More importantly, the course teaches techniques for solving problems FAST (since in the exam you will have 2.5 min per question - very little time).
We will go over the following topics:
The course is designed to review all that is necessary to get you up to speed and get you solving real exam problems. Content covered in the previous modules is assumed.
See the free intro lecture to get more details.
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