NEW on July 1, 2012:

click here for the conference proceedings information!

Please remember that November 30, 2012, is the deadline for submitting manuscripts that are prepared with the Birkhauser style files birkmult.zip

The international conference Fourier Analysis and Pseudo-Differential Operators will take place from June 25 - 30, 2012, at Aalto University near Helsinki.

The aim of this conference is to bring together experts working in the fields of Fourier analysis and pseudo-differential operators, and disseminate the latest progress in research. We will also aim at attracting promising young researchers and doctoral students.

The conference is a satellite meeting of the 6th European Congress of Mathematics taking place in Krakow directly after our meeting.

The conference is also the 6th meeting in a series of international meetings devoted to "Function Spaces and Partial Differential Equations", where the five previous ones were held at:

* Imperial College London, UK, March 21-25, 2011

* University of Göttingen, Germany, June 14-17, 2010

* Nagoya University, Japan, September 28-October 1, 2009

* Imperial College London, UK, December 3-5, 2008

* Osaka University, Japan, February 18-20, 2008

The conference is sponsored by

+ Aalto University Institute of Mathematics,

+ Science Factories programme by Aalto Science Institute at Aalto University School of Science,

+ the whole Aalto University itself,

+ the Finnish National Graduate School in Mathematics and its Applications,

+ ISAAC (International Society for Analysis, its Applications and Computation),

+ Magnus Ehrnrooth Foundation of the Finnish Society of Sciences and Letters.

Useful links:

Helsinki Journey Planner

Helsinki weather

Helsinki weather radar animations

Outdoors next to campus

6ecm in Krakow

About Aalto University

Aalto University is a multidisciplinary science, business and art community. The University's goal is to develop as a unique entity to become one of the world's top universities. Aalto University's cornerstones are its strengths in education and research.

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