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Sunday, Sep. 12 |
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Monday, Sep. 13 |
17.50-18.30: | A. Chauviere: Density-dependent quiescence phases in glioma cell migration
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Tuesday, Sep. 14 |
15.00-15.40: | J. P. Zubelli: Structured population models: direct and inverse problems
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Wednesday, Sep. 15 |
11.00-11.40: | J. Fuhrmann: On a Model for the Initiation of Cell Movement
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11.50-12.30: | M. Neuss-Radu: Multiscale analysis and simulation of a reaction-diffusion problem with transmission conditions
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Thursday, Sep. 16 |
09.50-10.30: | A. Bobrowski: Boundary conditions in the models of mathematical biology
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11.50-12.30: | M. Lachowicz: Markov jump processes modelling some basic biological
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16.40-17.30: | Poster Introduction
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17.30-19.00: | Poster Session |
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R. Celiński: Asymptotic behaviour of solutions to one dimensional model aggregation
S. J. Härting: Numerical implementation of a model of spatially-distributed growth of clonal populations of pre-cancerous cells
J. Jabłoński: Existence of weak solutions to the size-structured population model with size-selective mortality and discontinuous growth rate
A. Karczewska: Stochastic Volterra equations - some model problems
B. Kazimierczak: Activation of B-cells by spatial reorganization
M. Kolev: Numerical analysis of a model of tissue invasion and migration of tumor cells
A. Köthe: The role of multistability in biological pattern formation
A. Le Thi Thanh: Modeling of drug treatment: the case of infectious diseases
M. Małogrosz: Models of morphogen transport
Ł. Paszkowski: Numerical approximations of radially symmetric and selfsimilar solutions of the Nernst-Planck-Debye system
P. Paździorek: Spatio-temporal dynamics of structured populations – the growth of epidermis
U. Skwara: Asymptotic properties of stochastic symbiosis model
R. Stańczy: Some remarks on a system modelling chemotaxis
C. Stinner: Mathematical analysis of a chemotactic model arising in morphogenesis
P. Szopa: Exact solutions to kinase activity model
A. Ulikowska: Split-up algorithm in a population dynamics
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Friday, Sep. 17 |
09.00-09.40: | T. Nadzieja: On a model of evolution of population
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11.40-12.10: | T. Stiehl: Planning of bone marrow transplantations for individual patients: mathematical models allow to think beyond the limits of clinical trials
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Page Project: Monika Piotrowska, 2009; Micrographics: Dominik Cholewa, Helmholtz Institute for Medical Engineering, Aachen; All rights reserved.
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