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1.Parabolic Equations in Biology.- 2.Relaxation, Perturbation and Entropy Methods.- 3.Weak Solutions of Parabolic Equations in whole Space.- 4.Traveling Waves.- 5.Spikes, Spots and Pulses.- 6.Blow-up and Extinction of Solutions.- 7.Linear Instability, Turing Instability and Pattern Formation.- 8.The Fokker-Planck Equation.- 9.From Jumps...

  • Name : Parabolic Equations in Biology: Growth, Reaction, Movement and Diffusion
  • Vendor : Springer
  • Type : Books
  • Manufacturing : 2024 / 08 / 04
  • Barcode : 9783319194998
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Parabolic Equations in Biology: Growth, Reaction, Movement and Diffusion
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1.Parabolic Equations in Biology.- 2.Relaxation, Perturbation and Entropy Methods.- 3.Weak Solutions of Parabolic Equations in whole Space.- 4.Traveling Waves.- 5.Spikes, Spots and Pulses.- 6.Blow-up and Extinction of Solutions.- 7.Linear Instability, Turing Instability and Pattern Formation.- 8.The Fokker-Planck Equation.- 9.From Jumps and Scattering to the Fokker-Planck Equation.- 10.Fast Reactions and the Stefan free Boundary Problem.



Author: Benoît Perthame
Binding Type: Paperback
Publisher: Springer
Published: 09/17/2015
Series: Lecture Notes on Mathematical Modelling in the Life Sciences
Pages: 199
Weight: 0.67lbs
Size: 9.21h x 6.14w x 0.45d
ISBN: 9783319194998
2015 Edition

About the Author

Benoit Perthame is presently a Professor at the University Pierre et Marie Curie where he heads the Laboratoire Jacques-Louis Lions. Before that he was a professor at Ecole Normale Supérieure in Paris where he begun to develop a research ideated to several aspects of mathematical biology: collective motion of cells, adaptation and evolution theory, modeling in tumor growth and therapy. Benoit Perthame was a plenary speaker at ICM Seoul, 2014.


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