On the Theory of a Growing Cell Population with Zero Minimum Cycle Length

Type: Article

Publication Date: 2002-02-01

Citations: 16

DOI: https://doi.org/10.1006/jmaa.2001.7712

Locations

  • Journal of Mathematical Analysis and Applications - View

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Works That Cite This (16)

Action Title Year Authors
+ PDF Chat Spectral Distribution of Transport Operator Arising in Growing Cell Populations 2014 WU Hong-xing
Shenghua Wang
Yuan Deng-bin
+ Existence results for some nonlocal partial integrodifferential equations without compactness or equicontinuity 2019 Khalil Ezzinbi
Saifeddine Ghnimi
Mohamed-Aziz Taoudi
+ Semigroup generation properties of streaming operators with non--contractive boundary conditions 2004 Bertrand Lods
+ PDF Chat An $$L^{p}$$-Approach to the Well-Posedness of Transport Equations Associated to a Regular Field: Part II 2019 Luisa Arlotti
Bertrand Lods
+ On the solutions for a nonlinear boundary value problem modeling a proliferating cell population with inherited cycle length 2016 Abdul-Majeed Al-Izeri
Khalid Latrach
+ Diffusion Approximation for Linear Transport with Multiplying Boundary Conditions 2005 V. Protopopescu
Laurent Thévenot
+ On The Spectrum of Absorption Operators With Maxwell Boundary Conditions Arising in Population Dynamics and Transport Theory. A Unified Treatment 2008 Bertrand Lods
+ On the Theory of a Growing Cell Population with Zero Minimum Cycle Length 2002 Bertrand Lods
Mustapha Mokhtar‐Kharroubi
+ PDF Chat A generation theorem for kinetic equations with non-contractive boundary operators 2002 Bertrand Lods
+ An existence and uniqueness principle for a nonlinear version of the Lebowitz‐Rubinow model with infinite maximum cycle length 2017 David Ariza‐Ruiz
JesĂșs Garcı́a-Falset
Khalid Latrach