INSTITUT FÜR MATHEMATISCHE STOCHASTIK

 

 
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Dr. Anja Voß–Böhme
Publikationen
 

 

Wissenschaftliche Arbeiten

·       The epidemiological consequences of leprosy-tuberculosis coinfection. 
Mathematical Biosciences 241, pp. 225-237 (2013) doi: 10.1016/j.mbs.2012.11.008

Co-Author: N. Hohmann

 

·         Multi-Scale Modeling in Morphogenesis: A Critical Analysis of the Cellular Potts Model. 
PLoS 7(9): e42852. doi:10.1371/journal.pone.0042852 (2012)

Access the recommendation on F1000

    

·         On the core property of the cylinder functions class in the construction of interacting particle systems. 
Kybernetika, 47 (6), 944-054 (2011) (pdf)

 

·        Cellular Potts Model
In: Dubitzky et al. (eds.), Encyclopedia of Systems Biology.
Springer, (2013, forthcoming) 
Co-Authors: W. de Back, J. Starruß

 

·        Interacting Cell Systems
In: Dubitzky et al. (eds.), Encyclopedia of Systems Biology.
Springer, (2013, forthcoming) 
Co-Author: A. Deutsch

·        On the equivalence between Liggett duality of Markov processes and the duality relation between their generators. 
Markov Processes and Related Fields, 17, 315-346, Co-Authors: W. Schenk, A.-K. Köllner (2011) (pdf)

·        Traffic jams, gliders and band in the quest for collective motion of self-propelled particles. 
Physical Review Letters, 106, 128101, Co-Authors: F. Peruani, A. Deutsch, T. Klauß, (2011) doi:10.1103/Phys.Rev.Lett.106.128101

·        The cellular basis of cell sorting kinetics.
Journal of Theoretical Biology, 263 (4), 419-436, Co-Author: A. Deutsch, (2010)

       doi:10.1016/j.jtbi.2009.12.011 

·        Gibbsian characterization for the reversible measures of interacting particle systems. 
Markov Processes and Related Fields 15(4), 441-476 (2009)  (pdf)

·        On the duality relation between interacting particle systems and Markov chains. 
Dresdner Schriften zur Mathematischen Stochastik, Co-Authors: W. Schenk, A.-K. Köllner (2009)

 

·        A core for generators of interacting particle systems. 
Dresdner Schriften zur Mathematischen Stochastik (2009)

 

·        Two types of phase transition in an interacting particle system for collective migration. 
Dresdner Schriften zur Mathematischen Stochastik, Co-Author: T. Klauß (2009)

 

·        Modelling and Simulation by Stochastic Interacting Particle Systems. 
Mathematical Modelling of Biological Systems, vol. II, p. 353-367, Co-Author: T. Klauß (2008)

       doi:10.1007/978-0-8176-4556-4_31

·        Heat Equation with Constant Drift and Stationary Potential.
Stochastic Processes and their Applications 106, 167-184  (2003) 

       doi:10.1016/S0304-4149(03)00047-4
 

·        Asymptotic Mass Distribution for the Heat Equation with Constant Drift and Random Potential. 
Dissertation, Technische Universität Dresden, 1-97 (2001)
 

·        Asymptotic mass distribution for the one-dimensional heat equation with stationary potential.
Dresdner Schriften zur Mathematischen Stochastik (1998).
 

 

 

letzte Änderung: 09.01.2013