The European Mathematical Society

Samuel Eilenberg, one of mathematicians who shaped 20th century mathematics and made important contributions to theoretical computer science, was born in Warsaw on September 30, 1913. The Centenary Conference will be held in the city of his birth. The intention is to cover all the areas of Eilenberg's great contributions: topology, category theory and computability. The categorical viewpoint developed by Eilenberg and his collaborators lies behind many recent developments, thus the conference will be of relevance to a large body of current research in mathematics.

The aim of the meeting is to gather together researchers working on Lorentzian Geometry, Pseudo-Riemannian Geometry, General Relativity and Mathematical Relativity.

The seventh Positivity conference on ordered structures and their applications is jointly organized by Leiden University and Delft University of Technology. It is the Zaanen Centennial Conference, on the occasion of the 100th birthyear of Adriaan Cornelis Zaanen.

An international conference on continuous optimization organized under the umbrella of a research
programme supported by the RTRA STAE foundation.

The course will introduce students to the four main areas of Computational Group Theory: permutation groups, soluble and p-groups, matrix groups and finitely presented groups. The course will cover typical problems and standard algorithms, along with the analysis of these algorithms and their practical use on a computer.

This year Operational Research (OR) stream will cover a big variety of topics. Participants of the stream will learn how Operational Research specialists use mathematical models to improve decision making in the face of uncertainty in real problems of business, government and society.

http://www.acharya.ac.in/jms/jmsconference.html
26th International Conference of Jangjeon Mathematical Society from 01 to 04 August, 2013 at Acharya Institute of Graduate Studies, Soladevanahalli, Bangalore.

This conference, the ninth in the series of Groups St Andrews conferences, will
be organised along similar lines to previous events in this series. The
conference aims to cover all aspects of group theory, and to be accessible to
postgraduate students, postdoctoral fellows, and researchers in all areas of
group theory.

For further information, please contact kirsi.peltonen@tkk.fi

The XXIIth Rolf Nevanlinna Colloquim will be organized between August 5-9, 2013, in Helsinki, Finland. The venue is the Porthania Building (address: Yliopistonkatu 3) at the University of Helsinki Central Campus, in downtown Helsinki.

In the memory of the distinguished mathematician Frederick William Gehring the conference “A quasiconformal life: Celebration of the legacy and work of F.W.Gehring” will be organized in the University of Helsinki, August 11-12, 2013.The Conference will take place at the downtown campus of the University of Helsinki on Sunday and Monday, August 11-12, after the XXIIth Rolf Nevanlinna Colloquium, which will be held at the same place August 5 – 9, 2013.

"International Conference on Algebra in Honour of Patrick Smith and John
Clark's 70th Birthdays" will be held in Balikesir, Turkey, from August 12 to
15, 2013. This conference is devoted to all branches of algebra.

The 2013 Summer School is the 18th International Summer School on Global Analysis and Applications, organized every year since 1996 by professor Demeter Krupka and his collaborators (see Global Analysis and Applications and Past Summer Schools).

October 6, 2013, will be the 105th anniversary of the birthday of Sergei L'vovich Sobolev (1908-1989), an outstanding mathematician of the 20th century. The Sobolev Institute of Mathematics of the Siberian Branch of the Russian Academy of Sciences jointly with Novosibirsk State University are organizing the International Conference "Differential Equations. Function Spaces. Approximation Theory" dedicated to this event. The conference will be held in Novosibirsk, August 18-24, 2013.

The objectives of this course are two-fold:

1. to provide an introduction to recent developments and techniques for classical problems in the theory of random graphs;

2. to cover geometric and topological aspects of the theory of random graphs and introduce participants to the diversity and the depth of the combinatorial, probabilistic and analytical methods that have been invented in this context.