Welcome to the lecture 'Functions of bounded variation and their applications'  in summer 2021 at the University of Konstanz!

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News & updates:

• We switched from BBB to Zoom - see below.

• The updated texted lecture notes (including lecture 4 and 5) are online.

• If you are interested in a question time, sign up via the following Doodle link: https://doodle.com/poll/mwu7mfsnzdm49n9s?utm_source=poll&utm_medium=link

• The updated texed lectures notes (comprising lecture 3) are online.

• The updated texed lecture notes (comprising lecture 2) are online.

• The handwritten lecture notes of lecture 2 are online.

• The lectures notes are online (Apr 19, 2021) - see below.

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Date & venue: The lecture will take place online on Fridays, from 10:00-11:30 am (sharp) and can be accessed through the following BBB-link: 

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                                             https://bbb.uni-konstanz.de/b/fra-xx7-2z7

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A tentative outline can be found in the following flyer (note that it is not clear yet whether the lecture will be in German or English - this will depend on the audience):

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In case you have any questions, feel free to get in touch with me ! - The contact details are displayed below.

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Background material & lecture notes: Starting from the first lecture, weekly updated lecture notes will be uploaded here.

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• Slides of the first lecture (click), as of Apr 16.

• Handwritten notes of the second lecture (click), as of Apr 23.

• Lecture notes (available as of Apr 19):                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               

• Background notes (click to open the file) on measure theory, Sobolev spaces and functional analysis

• Link to the lecture notes on functional analysis by Prof. R. Denk from summer term 2017