Banach spaces and Fredholm theory (MAGIC043)
There are no announcements
The course studies Banach spaces and operators acting on them, thus providing an introduction to an important branch of modern infinite-dimensional linear analysis. To be precise, the starting point of the course is the following classical theorem of F. Riesz. Let T be a compact operator on a Banach space X, and let I be the identity operator on X. Then:
Spring 2018 (Monday, January 22 to Friday, March 16; Monday, April 23 to Friday, May 4)
Basic knowledge of functional analysis, up to and including the Open Mapping Theorem and the Hahn-Banach Theorem; MAGIC061 covers this, and much more.
Clicking on the link for a book will take you to the relevant Google Book Search page. You may be able to preview the book there. On the right hand side you will see links to places where you can buy the book. There is also link marked 'Find this book in a library'. This sometimes works well, but not always. (You will need to enter your location, but it will be saved after you do that for the first time.)
No assessment information is available yet.
No assignments have been set for this course.
No files have yet been uploaded for this course.
Please log in to view lecture recordings.