spring 2013

MAT-3111 Differential Geometry 2 - 10 stp

Sist endret: 01.03.2014

The course is administrated by

Faculty of Science and Technology

Type of course

The course is included in the Master's degree program in mathematics. It may also be taken independent of study program upon approval of the Department of mathematics and statistics.

Course contents

Vector bundles, connections, Riemannian geometry, integration on manifolds and de Rham cohomology.

Recommended prerequisites

MAT-3110 Differential Geometry 1

Objective of the course

The candidate shall:
  • obtain a solid knowledge and understanding of Vector bundles, connections, Riemannian geometry, integration on manifolds and de Rham cohomology.
  • be able to perform calculations in concrete examples, using these concepts.

Language of instruction

The language of instruction and the syllabus is English. Examination questions will be given in English, but may be answered either in English or a Scandinavian language.

Teaching methods

Lectures: 40 h

Coursework: 30 h

Assessment

One oral exam counting 100%.

Assessment scale: Letter grades A-F.

Coursework requirements

A passing grade is required on the mandatory homework sets for permission to take the exam.

Schedule

Course overlap

MA-316 Analysis on manifolds 10 stp

Recommended reading/syllabus

Available on request


Kontakt
Prof.-Boris-Kruglikov

Kruglikov, Boris


Professor
Telefon: +4777644779 boris.kruglikov@uit.no