702765 VU Subject-Specific Fundamentals and Core Skills 1: Functional Analysis

winter semester 2017/2018 | Last update: 11.01.2018 | Place course on memo list

Department:

Department of Mathematics

Instructor:

assoz. Prof. Dipl.-Ing. Dr. Christian Bargetz, +43 512 507 53873
Michael Robert Dymond, PhD

Course number:

702765

Title:

VU Subject-Specific Fundamentals and Core Skills 1: Functional Analysis

Type/hours:

VU 4

ECTS credits:

7,5

Period:

weekly

Mode of repetition:

annually

Language of instruction:

English

Learning Outcome:

Students who have completed the course have
understood the content of the lectures and are able to reproduce and to apply it. They are able to acquire similar contents independently.

Contents:

We consider different aspects of the theory of Hilbert spaces and of operators defined on Hilbert spaces. These include in particular spectral theory of self-adjoint operators.

Methods:

Continuous assessment (based on regular written and/or oral contribution by participants).

Assessment:

Course examination according to § 7, statute section on "study-law regulations"

Literature:

On spectral theory:

K. Schmüdgen: Unbounded Self-adjoint Operators on Hilbert Space. Springer, Dordrecht, 2012
M. Sh. Birman, M. Z. Solomjak: Spectral theory of selfadjoint operators in Hilbert space. D. Reidel Publishing Co., Dordrecht, 1987

OLAT:

https://lms.uibk.ac.at/url/RepositoryEntry/4233134258

Start:

05.10.2017

Course allocation

Faculty of Mathematics, Computer Science and Physics

Master's Programme Technical Mathematics according to the Curriculum 2007 (120 ECTS-Credits, 4 semesters)

First - Fourth Semester

Compulsory Module 5: Subject-specific fundamentals and core competences (15 ECTS-Credits, 8 h)

Dates

Group 0	Export course dates of this group as iCalendar (.ics) Help
Date	Time	Location
Thu 2017-10-05	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-10-06	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-10-12	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-10-19	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-10-20	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-10-27	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-11-03	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-11-09	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-11-10	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-11-16	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-11-17	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-11-23	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-11-24	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-11-30	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-12-01	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-12-07	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2017-12-14	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2017-12-15	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2018-01-11	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2018-01-12	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2018-01-18	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2018-01-19	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Wed 2018-01-24	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2018-01-26	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Thu 2018-02-01	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free
Fri 2018-02-02	10.15 - 12.00	Seminarraum Seminarraum	Barrier-free