Math in Moscow
Math in Moscow is a one-semester study abroad program for North American and European undergraduates held at the Independent University of Moscow in Moscow, Russia. The program consists mainly of math courses that are taught in English. The program was first offered in 2001, and since 2008 has been run jointly by the Independent University of Moscow, Moscow Center for Continuous Mathematical Education, and the Higher School of Economics.
The program has hosted over 200 participants, including students from Harvard, Princeton, MIT, Harvey Mudd, Berkeley, Cornell, Yale, Wesleyan, McGill, Toronto, and Montreal.
Features
The MiM semester lasts fifteen weeks with fourteen weeks of teaching and one week of exams. Math courses are lectured by professors of the Independent University of Moscow and the Math Department of National [Research University Higher School of Economics]. The cultural elements of the program include organized trips to Saint Petersburg and to the Golden Ring towns of Vladimir and Suzdal. Students live in the dormitory of the Higher School of Economics.Each semester the American Mathematical Society offers up to five "Math in Moscow" scholarships provided by the National Science Foundation to US undergraduates, and the Canadian Mathematical Society offers one or two Natural Sciences and [Engineering Research Council of Canada|NSERC] scholarships to Canadian students.
The program is often reviewed favorably by North American students and their departments.
Curriculum
The primary curriculum is entirely mathematical, drawing from every major field of mathematics. All courses are taught jointly with the Higher School of Economics, and are often attended by students from the HSE master's program. Likewise, Math in Moscow participants may attend open lectures and seminars at the Higher School of Economics. The Math in Moscow courses are formally divided into three groups according to the expected prerequisites, however admitted students may choose to attend whichever and as many courses as they wish. An incoming aptitude exam is administered to assist in advising students' course selections.All courses expect at least a semester each of analysis and linear algebra as prerequisites. Courses at the first level require no more than this basic formal background, but are generally more intensive than their equivalents at North American universities, often taught from first-year graduate texts and presenting material typically covered only at a graduate level; intermediate courses correspond to senior-level offerings at scientifically-focused American and Canadian institutions; and advanced courses are graduate-level.
;Elementary Courses
- Combinatorics
- Programming: From an Art to a Science
- Topology I
- Advanced Linear Algebra
- Basic Algebra
- Geometric Foundations of Analysis
- Non-Euclidean geometry
- Ordinary Differential Equations
- Advanced Algebra
- Differential Geometry
- Calculus on Manifolds
- Complex Analysis
- Ergodic Theory of Dynamical Systems
- Knot Theory
- Algebraic Number Theory
- Topology II: Introduction to Homology and Cohomology Theory
- Algebraic Geometry
- Basic Representation Theory
- Computability and Complexity
- Equations of Mathematical Physics
- Introduction to Commutative and Homological Algebra
- Mathematical Catastrophe Theory
- Riemann Surfaces