Program:
9:45 Opening
9:45 Juan J.L. Velázquez. Some properties
of the solutions
of chemotaxis models with several
species
10:30 Michael Winkler. On the reduction of critical
mass in a Keller-Segel system by external application of signal substance
10:15 Break
11:45 J. Ildefonso Díaz: Finite speed of propagation and rearrangement techniques for a chemotaxis system
12:30 Antonio Suárez. Some models arising from angiogenesis
with chemotaxis and flux at the boundary of tumour
13:15 Lunch
15.00 Christian Stinner. Mathematical analysis of a model of
chemotaxis arising from morphogenesis.
15:45 Tomasz Cieslak. One-dimensional nonlinear
diffusion models of chemotaxis
16:30 Break
17:00 Cristian Morales-Rodrigo. Some remarks on macroscopic chemotaxis model
17:45 J. Ignacio
Tello. On the stability of steady states
for chemotaxis systems
18:30 Closing
Venue:
EU. Informática. Universidad Politécnica de Madrid. Campus Sur. Carretera de
Valencia km 7. 28031 Madrid. Aula de Grados, Bloque
III
Contact address: J. I. Tello,
Departamento de Matemática Aplicada, EU Informática UPM. 0034 9133 5068,
e-mail: jtello@eui.upm.es
Organized
by Project MTM2009-13655 of DGISGPI and Department of Applied Mathematics,
EU. Informática, Universidad Politécnica de Madrid.
This workshop
is sponsored by Ministerio
de Ciencia e Innovación. Projects MTM2009-13655,
MTM2008-06208 of DGISGPI. Project FRIST
(GA-2009-238702) of the Seventh Framwork Programme of the
European Commission, Projects
CCG07-UPM/0003199 at UPM and CCG07-UCM/ESP-2787 at
UCM and Departamento de Matemática Aplicada, EU. Informática, Universidad Politécnica de
Madrid.
http://www.eui.upm.es/~jtello/1.pdf