All students from many different backgrounds who wish to enter the courses of our group are warmly welcomed. We offer students the unique possibility to participate in interdisciplinary programs and conduct high level research in computer science and mathematics.
All students from many different backgrounds who wish to enter the courses of our group are warmly welcomed. We offer students the unique possibility to participate in interdisciplinary programs and conduct high level research in computer science and mathematics.
For BSc students
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The specialization Modeling, Cognition and Control (mc2) invites the BSc students.
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The list of current courses for BSc students can be found on the page of the specializations in the Institute of Computer Science.
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From October 1, 2010, the Council Resolution on credit courses is valid at the Faculty of Mathematics and Computer Science.
For MSc students
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Starting from October 1, 2010, the Institute of Computer Science invites MSc students to choose the specialization Modeling, Cognition and Control (mc2).
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The list of current courses for MSc studnts can be found on the page of the specializations in the Institute of Computer Science.
For PhD students
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The potential PhD students are encouraged to contact their supervisors as soon as possible to identify topics of mutual interest.
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The future PhD Students should give special consideration to the research and activities sponsored by the chair members.
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Your advisor prepares a proposal outlining your future research plan.
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During the time of your PhD studies, you will be accompanied by your supervisor who support your work.
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We managed to create a fruitful nice atmosphere which allows you to follow your own ideas and to develop freely within our support.
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We invite our alumni to enroll in PhD studies. We offer PhD students to choose lectures from the following list:
2017/2018
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Advanced Topics in Sobolev Spaces by dr hab. Gasinski, winter semester
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History-dependent Variational-hemivariational Inequalities by prof. Migorski, summer semester
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Variational Methods for Differential Equations by dr hab. Ochal, summer semester
2016/2017
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Critical Point Theory by dr hab. Gasinki
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Theory of Hemivariational Inequalities and its Applications by prof. Migorski
2015/2016
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Sobolev Spaces by dr hab. Gasink
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Introduction to Mathematical Theory of Inverse Problems and Homogenization of Nonhomogeneous Media by prof. Migorski
2014/2015
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Nonlinear Mappings of Monotone Type in Banach Spaces with Applications by prof. Migorski
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Variational Inequalities and their Applications by dr hab. Ochal
2013/2014
Optimal Control of Partial Differential Equations and Inclusions, summer semester, by prof. Migorski
2012/2013
Recent Advances in Mathematical Theory of Contact Mechanics, summer semester, by prof. Migorski
2011/2012
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Viscosity Solutions in Control Theory and Differential Equations by prof. Denkowski,
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Sobolev Spaces I and II by prof. Gasinski,
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Nonlinear Inclusions and their Applications to Contact Mechanics by prof. Migorski
2010/2011
Introduction to Homogenization and its Applications by prof. Migorski2009/2010
Nonsmooth Optimization: Theory and Algorithms with Applications to Control Problems by prof. Migorski
2008/2009
Nonlinear Evolution Inclusions and their Applications by prof. Migorski