Internet seminars

The International Internet Seminars on Evolution Equations have been regularly organized since 1997/98. Each seminar is an advanced course on a selected topic in the theory of evolution equations and operator semigroups, and is addressed to interested students (Master, PhD, postdoc) and researchers in the whole world.

► The 28th ISem on Ergodic structure theory and applications is organized in 2024/25 by Asgar Jamneshian from TU Dresden.

► Together with Eva Fasangova, we have organized the 13th ISem on Gradient Systems.

Titles of all previous internet seminars are:

• Ergodic structure theory and applications (2024/25)

• Harmonic Analysis Techniques for Elliptic Operators (2023/24)

• Graphs and discrete Dirichlet spaces (2022/23)

• Spectral theory for operators and semigroups (2021/22)

• C^*-algebras and dynamics (2020/21)

• Evolutionary equations (2019/20)

• Ergodic theorems (2018/19)

• Functional calculus (2017/18)

• Linear parabolic equations (2016/17)
• Infinite dimensional analysis (2015/16)

• Form methods for evolution equations, and applications (2014/15)

• Positive operator semigroups and applications (2013/14)
• Operator Semigroups and Dispersive Equations (2012/13)
• Operator semigroups and numerical analysis (2011/12)
• Infinite-dimensional linear systems theory (2010/11)
• Gradient systems (2009/10)
• Ergodic theory – An operator theoretic approach (2008/09)
• Stochastic evolution equations (2007/08)
• Brownian motion and stochastic differential equations (2006/07)
• Heat kernels (2005/06)
• Analytic semigroups and reaction-diffusion problems (2004/05)
• Operator semigroups and applications (2003/04)
• Operator matrices and delay semigroups (2002/03)
• Functional calculus and differential operators (2001/02)
• Invitation to positive semigroups (2000/01)
• Semigroups generated by elliptic operators (1999/2000)
• Spectral theory and asymptotic behaviour of semigroups (1998/99)

• One parameter semigroups and evolution equations (1997/98)