discipline 
Mathematics

subject 
Infinite
dimensional dynamical systems II.

lecturers 
András Bátkai, Eszter Sikolya 
credits 
2 
period 
4 
curriculum 
Linear theory of operator semigroups
continued. Approximation of semigroups. Positive semigroups. Inhomogeneous equations. Semilinear
equations, existence theorems, analytic semigroups.
Examples: reactiondiffusion equations, KortewegdeVries
(KdV) equation. 
literature 
Engel, K.J. and Nagel, R.: Oneparameter Semigroups for Linear Evolution Equations, Springer,
2000. Henry, D.: Geometric Theory of Semilinear
Parabolic Equations, Springer, 1981. Smoller, J.: Theory
of Shock Waves, Springer, 1983. 
form of tuition 
Lectures 
mode of assessment 
oral exam 