8. Dynamic Systems with Fractional and Time Scale Derivatives |
18.09.2014 (Thursday) |
Time | Title | Lecturer |
15:00-15:25 | Regular Sturm-Liouville Problem with Riemann-Liouville derivatives of order \(\alpha\in (1,2)\) | Małgorzata Klimek |
15:30-15:55 | Fractional diffusion equation | Tatiana Odzijewicz |
16:00-16:25 | Numerical solution of the 1D subdiffusion equation with two moving boundaries | Marek Błasik |
16:30-17:00 | Coffee | |
17:00-17:25 | Scale dynamics and modelling | Jacky Cresson |
17:30-17:55 | Helmholtz problem for Hamiltonian systems on time scales | Frédérick Pierret |
18:00-18:25 | Linear graininess time scales | Galina Filipuk |
18:30-18:55 | Calculus of variations on time scales: some economics applications | Małgorzata Guzowska |
19.09.2014 (Friday) |
Time | Title | Lecturer |
14:30-14:55 | Time flow in interacting many body systems | Rudolf Hilfer |
15:00-15:25 | A global implicit function theorem with applications to fractional problems | Dariusz Idczak |
15:30-15:55 | Existence of optimal solutions to fractional nonlinear optimal control problem with Riemann-Liouville derivative | Rafał Kamocki |
16:00-16:25 | Existence of optimal solution to some Bolza problem governed Dirichlet fractional problem | Marek Majewski |
16:30-17:00 | Coffee | |
17:00-17:25 | Numerical solution of the fractional Euler-Lagrange equation with natural boundary conditions | Tomasz Błaszczyk |
17:30-17:55 | Noether's theorems for variable order fractional variational problems | Agnieszka B. Malinowska |
18:00-18:25 | Lyapunov type inequalities for fractional boundary value problems | Rui Ferreira |