Piotr Kielanowski (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmeier (ed.); Theodore Voronov (ed.) American Institute of Physics (2007) Kovakantinen kirja
Piotr Kielanowski (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier (ed.); Thodore Voronov (ed.) American Institute of Physics (2008) Kovakantinen kirja
Piotr Kielanowski (ed.); S. Twareque Ali (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier (ed.); Thodore Voronov (ed.) American Institute of Physics (2009) Kovakantinen kirja
Piotr Kielanowski (ed.); V M Buchstaber (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier (ed.); Theodore Voronov (ed.) American Institute of Physics (2011) Kovakantinen kirja
Piotr Kielanowski (ed.); Pierre Bieliavsky (ed.); Alexander Odesskii (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier Birkhäuser (2014) Kovakantinen kirja
Piotr Kielanowski (ed.); Pierre Bieliavsky (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier (ed.); Theodore (e Voronov Birkhäuser (2015) Kovakantinen kirja
Piotr Kielanowski (ed.); S. Twareque Ali (ed.); Pierre Bieliavsky (ed.); Anatol Odzijewicz (ed.); Martin (ed Schlichenmaier Birkhäuser (2016) Kovakantinen kirja
Piotr Kielanowski (ed.); Pierre Bieliavsky (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier (ed.); Theodore (e Voronov Birkhäuser (2016) Pehmeäkantinen kirja
Piotr Kielanowski (ed.); S. Twareque Ali (ed.); Alexander Odesskii (ed.); Anatol Odzijewicz (ed.); Martin (e Schlichenmaier Birkhäuser (2015) Pehmeäkantinen kirja
Piotr Kielanowski (ed.); Pierre Bieliavsky (ed.); Alexander Odesskii (ed.); Anatol Odzijewicz (ed.); Martin Schlichenmaier Birkhäuser (2016) Pehmeäkantinen kirja
This set of peer-reviewed papers has come from the XXVIth International Workshop on Geometrical Methods in Physics and will be of huge interest to researchers. The workshop covered a range of mathematical problems related to the description of quantum physical systems as well as to classical ones. Physicists will find material here on integrability and the quantization of classical systems, while mathematical subjects covered include, among others, lie algebras and quantum groups.
