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Delphine Salort
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Found 22 results
Filters: Author is Meleshko, Dmitry [Clear All Filters]
Adaptation to DNA damage as a bet-hedging mechanism in a fluctuating environment. R Soc Open Sci. 8(8), pp.210460 (2021).
. Towards a further understanding of the dynamics in the excitatory NNLIF neuron model: Blow-up and global existence. Kinetic & Related Models. 14, pp.819-846 (2021).
. Dynamics of Neural Networks with Elapsed Time Model and Learning Processes. 170(1), pp.1065 - 1099 (2020).
. . Adaptive dynamics of hematopoietic stem cells and their supporting stroma: A model and mathematical analysis. Mathematical Biosciences and Engineering. (2019).
. Backward Parabolicity, Cross-Diffusion and Turing Instability. 29(1), pp.139 - 162 (2019).
. Career plans and wage structures : a mean field game approach. Mathematics in Engineering. (2019).
. Derivation of a voltage density equation from a voltage-conductance kinetic model for networks of Integrate-and-Fire neurons. Communication in Mathematical sciences. (2019).
. Global-in-time classical solutions and qualitative properties for the NNLIF neuron model with synaptic delay. Communication in Partial Differential Equations. (2019).
. Distributed synaptic weights in a LIF neural network and learning rules. Physica D: Nonlinear Phenomena. 353, (2017).
. Toward an integrated workforce planning framework using structured equations. European Journal of Operational Research. 262, pp.217 - 230 (2017).
. Actin-Based Transport Adapts Polarity Domain Size to Local Cellular Curvature. Current BiologyCurrent Biology. (2015).
. Dynamics of time elapsed inhomogeneous neuron network model. Compte Rendu de l’Académie des Sciences. (2015).
. Qualitative properties of solutions for the noisy integrate and fire model in computational neuroscience. Nonlinearity. 28, pp.3365 (2015).
. Wellposedness of some quasi-linear Schrödinger equations. Science China Mathematics. 58, pp.891-914 (2015).
. Adaptation and fatigue model for neuron networks and large time asymptotics in a nonlinear fragmentation equation. Journal of Mathematical Neurosciences. 4(14), (2014).
. On a voltage-conductance kinetic system for integrate and fire neural networks. ArXiv e-prints. (2013).
. Relaxation and self-sustained oscillations in the time elapsed neuron network model. ArXiv e-prints. (2011).
. A 2-adic approach of the human respiratory tree. ArXiv e-prints. (2010).
. Dynamics of a structured neuron population. Nonlinearity. 23, pp.55 (2010).
. Trace theorems for trees and application to the human lungs. NHM. pp.469-500 (2009).
. TRANSPORT EQUATIONS WITH UNBOUNDED FORCE FIELDS AND APPLICATION TO THE VLASOV–POISSON EQUATION. Mathematical Models and Methods in Applied Sciences. 19, pp.199-228 (2009).
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