Julien Petit

  • 25 Citations
  • 4 h-Index
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  • 6 Similar Profiles
time lag Physics & Astronomy
Pattern Formation Mathematics
Reaction-diffusion System Mathematics
random walk Physics & Astronomy
Time Delay Mathematics
Random walk Mathematics
perturbation Physics & Astronomy
Turing Instability Mathematics

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Research Output 2015 2018

  • 25 Citations
  • 4 h-Index
  • 4 Article
  • 1 Other report
  • 1 Letter

Desynchronization induced by time-varying network

Lucas, M., Fanelli, D., Carletti, T. & Petit, J., 10 May 2018, In : Europhysics Letters: a letters journal exploring the frontiers of physics . 121, 5, p. 50008p1-p7 7 p., 50008.

Research output: Contribution to journalArticle

Open Access

Random walk on temporal networks with lasting edges

Petit, J., Gueuning, M., Carletti, T., Lauwens, B. & Lambiotte, R., 20 Nov 2018, In : Physical Review E - Statistical, Nonlinear, and Soft Matter Physics. 98, 5, 16 p., 052307.

Research output: Contribution to journalArticle

Open Access
random walk
Random walk
poisson process
Directed Acyclic Graph

Theory of Turing Patterns on Time Varying Networks

Petit, J., Lauwens, B., Fanelli, D. & Carletti, T., 4 Oct 2017, In : Physical review letters. 119, 14, p. 148301-1 148301-5 5 p., 148301.

Research output: Contribution to journalLetter

Open Access

Pattern formation in a two-component reaction–diffusion system with delayed processes on a network

Petit, J., Asllani, M., Fanelli, D., Lauwens, B. & Carletti, T., 17 Jun 2016, In : Physica A: Statistical Mechanics and its Applications. 462, p. 230-249 20 p.

Research output: Contribution to journalArticle

Pattern Formation
Reaction-diffusion System
Time Delay
Turing Instability
Turing Patterns

Delay induced Turing-like waves for one species reaction–diffusion model on a network

Petit, J., Carletti, T., Asllani, M. & Fanelli, D., 6 Jul 2015, 15 ed. Namur center for complex systems. 9 p. (naXys Technical Report Series; vol. 7, no. 15)

Research output: Book/Report/JournalOther report

direct numerical simulation
traveling waves
dynamic models
broken symmetry
differential equations