List of Participants

Name Institution Title of talk
Mati Abel University of Tartu Gelfand-Mazur algebras
Viktor Abramov University of Tartu Generalization of a concept of connection in modern differential geometry
Pekka Alestalo Helsinki University of Technology Approximation and extension of bilipschitz maps (poster)
Niklas Brännström University of Helsinki "Wandering orbits" in slow-fast Hamiltonian systems
Emiliano De Simone University of Helsinki  
Mats Gyllenberg University of Helsinki  
Rainis Haller University of Tartu  
Jaan Janno Tallinn University of Technology Inverse problems for microstructured materials
Marje Johanson University of Tartu M(r,s)-ideals of compact operators (poster)
Kalle Kaarli University of Tartu  
Raul Kangro University of Tartu  
Mati Kilp University of Tartu  
Andi Kivinukk Tallinn University Generalized Shannon sampling series and their applications in imaging
Marek Kolk University of Tartu Collocation method for Volterra integral equations with kernels which may have weak diagonal and boundary singularities (poster)
Tõnu Kollo University of Tartu Skew-symmetric distributions: estimation and testing problems
Tiina Kraav University of Tartu Optimization of beams of piece-wise constant thickness (poster)
Antti Kupiainen University of Helsinki Random weldings
Vladimir Kutšmei University of Tartu  
Esta Kägo University of Tartu Optimization of stepped elastic beams (poster)
Valdis Laan University of Tartu Morita equivalence of semigroups
Matti Lassas University of Helsinki  
Evely Leetma University of Tartu Solution of smoothing problems with obstacles (poster)
Jaan Lellep University of Tartu Optimal control in mathematics and applied sciences
Olga Liivapuu University of Tartu Generalized Clifford algebra approach to differential forms on quantum plane (poster)
Aleksei Lissitsin University of Tartu Approximation properties of Banach spaces and pointwise approximability of operators (poster)
Leiki Loone University of Tartu  
Jouni Luukkainen University of Helsinki  
Tarmo Metsmägi Tallinn University Convergence in variation and rates of approximation for some positive operators (poster)
Kristel Mikkor University of Tartu  
Tanel Mullari Tallinn University of Technology Transformation of nonlinear control system into the observer form: simplification and extension
Markku Niemenmaa University of Oulu On check digit systems by using group theory
Marjatta Näätänen University of Helsinki  
Eve Oja University of Tartu Banach operator ideals and the approximation property
Peeter Oja University of Tartu Rational splines
Kerli Orav-Puurand University of Tartu Central part interpolation schemes for integral equations (poster)
Pirita Paajanen University of Helsinki Counting conjugacy classes
Olga Panova Estonian University of Life Sciences  
Arvet Pedas University of Tartu  
Margus Pihlak Tallinn University of Technology  
Seppo Pohjolainen Tampere University of Technology Robustness and control
Julia Polikarpus University of Tartu Elastic circular plate with additional supports (poster)
Peeter Puusemp Tallinn University of Technology  
Peeter Puusemp University of Tartu  
Märt Põldvere University of Tartu Banach space theory in Tartu in recent years
Toomas Raus University of Tartu On the quasioptimal regularization parameter choices for solving ill-posed problems
Kaarin Riives-Kaagjärv Estonian University of Life Sciences  
Samuli Siltanen Tampere University of Technology Regularized D-bar method for the inverse conductivity problem
Virge Soomer University of Tartu  
Sergei Šitov University of Tartu  
Ebu Tamm Tallinn University of Technology  
Paul Tammo University of Tartu  
Ville Turunen Helsinki University of Technology Gaussian chirplets in time-frequency analysis of sounds
Tanel Tärgla University of Tartu  
Hans-Olav Tylli University of Helsinki Weakly compact approximation in Banach spaces
Tarmo Uustalu Tallinn University of Technology Models of context-dependent computation
Gennadi Vainikko University of Tartu Cordial Volterra integral operators
Indrek Zolk University of Tartu The Johnson-Schechtman space has the 6-bounded approximation property (poster)