Oreste Piro

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Oreste Piro
Oreste Piro
Born1954
CitizenshipArgentinean, Spanish
Alma materUniversidad Nacional de La Plata
Known forPiroGon oscillator, dynamics of passive scalars, bailout embeddings, development of vertebrate left-right asymmetry, self-tuned critical network model
Scientific career
Fieldsdynamical systems, biophysics
InstitutionsUniversitat de les Illes Balears
Doctoral advisorHuner Fanchiotti
Other academic advisorsLeo P. Kadanoff
Doctoral studentsIdan Tuval, Victor Martinez-Eguiluz, Pedro Sánchez
Other notable studentsMarcelo Magnasco

Oreste Piro is a dynamical systems theorist and biophysicist. He is at the Universitat de les Illes Balears (UIB) in Palma de Mallorca.

Piro is known for work including his studies of forced relaxation oscillators such as the exactly-solvable PiroGon oscillator,[1] the dynamics of passive scalars in fluid flows,[2][3][4] bailout embeddings,[5] the influence of fluid mechanics on the development of vertebrate left-right asymmetry,[6] and the self-tuned critical network model[7]

References

  1. ^ Diego L. Gonzalez and Oreste Piro, "Chaos in a Nonlinear Driven Oscillator with Exact Solution", Phys. Rev. Lett. 50, 870–872 (1983).
  2. ^ Mario Feingold, Leo P. Kadanoff, and Oreste Piro, "Passive scalars, three-dimensional volume-preserving maps, and chaos", Journal of Statistical Physics 50, 529-565 (1988).
  3. ^ Julyan H. E. Cartwright, Mario Feingold, and Oreste Piro, "Chaotic advection in three-dimensional unsteady incompressible laminar flow", Journal of Fluid Mechanics 316, 259-284 (1996).
  4. ^ Armando Babiano, Julyan H. E. Cartwright, Oreste Piro, and Antonello Provenzale, "Dynamics of a Small Neutrally Buoyant Sphere in a Fluid and Targeting in Hamiltonian Systems", Phys. Rev. Lett. 84, 5764–5767 (2000).
  5. ^ Julyan H. E. Cartwright, Marcelo O. Magnasco, and Oreste Piro "Bailout embeddings, targeting of invariant tori, and the control of Hamiltonian chaos", Phys. Rev. E 65, 045203(R) (2002).
  6. ^ Julyan H. E. Cartwright, Oreste Piro, and Idan Tuval, "Fluid-dynamical basis of the embryonic development of left-right asymmetry in vertebrates", PNAS 101, 7234-7239 (2004).
  7. ^ Marcelo O. Magnasco, Oreste Piro, and Guillermo A. Cecchi, "Self-Tuned Critical Anti-Hebbian Networks", Phys. Rev. Lett. 102, 258102 (2009).

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