CALCULUS I
Prerequisites: (see Courses for First-Year Students). Functions, limits, derivatives, introduction to integrals, or an understanding of pre-calculus will be assumed. (SC)
- MW 6:10 p.m.-7:25 p.m.
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Instructor:
Lindsay C Piechnik
CULPA: 15
Info
- 3 points
CALCULUS II
Prerequisites: MATH UN1101 or the equivalent. Methods of integration, applications of the integral, Taylors theorem, infinite series. (SC)
- TR 2:40 p.m.-3:55 p.m.
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Instructor:
Lindsay C Piechnik
CULPA: 15
Info
- 3 points
CALCULUS III
Prerequisites: MATH UN1101 or the equivalent Vectors in dimensions 2 and 3, complex numbers and the complex exponential function with applications to differential equations, Cramers rule, vector-valued functions of one variable, scalar-valued functions of several variables, partial derivatives, gradients, surfaces, optimization, the method of Lagrange multipliers. (SC)
- MW 10:10 a.m.-11:25 a.m.
- MW 11:40 a.m.-12:55 p.m.
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Instructor:
Cristian Iovanov
Info - 3 points
PERSPECTIVES IN MATHEMATICS
Prerequisites: some calculus or the instructor's permission. Intended as an enrichment to the mathematics curriculum of the first years, this course introduces a variety of mathematical topics (such as three dimensional geometry, probability, number theory) that are often not discussed until later, and explains some current applications of mathematics in the sciences, technology and economics.
- W 1:10 p.m.-2 p.m.
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Instructor:
Dusa McDuff
CULPA: 10
Info
- 1 points
INTRO-DIFFERENTIABLE MANIFOLDS
Prerequisites: (MATH GU4051 or MATH GU4061) and MATH UN2010 Concept of a differentiable manifold. Tangent spaces and vector fields. The inverse function theorem. Transversality and Sards theorem. Intersection theory. Orientations. Poincare-Hopf theorem. Differential forms and Stokes theorem.
- MW 10:10 a.m.-11:25 a.m.
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Instructor:
Dusa McDuff
CULPA: 10
Info
- 3 points