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Torino, March-April, 2015. An Introduction to Synchronization in Complex Systems. Torino, April 14-16, 2014. Árpád I. Csurgay. Pázmány Catholic University,. An Introduction to Engineering Quantum Electrodynamics (QED). Torino, April 16-19, 2012. B Garay, Computer-Assisted Proofs for Chaos. Torino, October 25-28, 2011. L Kocarev, Dynamical processes on networks. Welcome to the website of the Linear and Nonlinear Circuits and Systems Group (LiNCS)! Circuit Models of Nano-Devices. Webmaster: M. Biey.

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Torino, March-April, 2015. An Introduction to Synchronization in Complex Systems. Torino, April 14-16, 2014. Árpád I. Csurgay. Pázmány Catholic University,. An Introduction to Engineering Quantum Electrodynamics (QED). Torino, April 16-19, 2012. B Garay, Computer-Assisted Proofs for Chaos. Torino, October 25-28, 2011. L Kocarev, Dynamical processes on networks. Welcome to the website of the Linear and Nonlinear Circuits and Systems Group (LiNCS)! Circuit Models of Nano-Devices. Webmaster: M. Biey.
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LiNCS Group | lincs.delen.polito.it Reviews

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Torino, March-April, 2015. An Introduction to Synchronization in Complex Systems. Torino, April 14-16, 2014. Árpád I. Csurgay. Pázmány Catholic University,. An Introduction to Engineering Quantum Electrodynamics (QED). Torino, April 16-19, 2012. B Garay, Computer-Assisted Proofs for Chaos. Torino, October 25-28, 2011. L Kocarev, Dynamical processes on networks. Welcome to the website of the Linear and Nonlinear Circuits and Systems Group (LiNCS)! Circuit Models of Nano-Devices. Webmaster: M. Biey.

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Leon O. CHUA. University of California at Berkeley. Berkeley, CA 94720, USA. INLS, University of California, San Diego. 9500 Gilman Drive, La Jolla. CA 92093-0402, U.S.A. Webmaster: P. Checco.

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An Introduction to Synchronization in Complex Systems. M Biey, M. Bonnin, F. Corinto and M. Righero. Torino, May - June 2016. PART I (M. Biey). Introduction and examples (1h). Discrete time systems: The logistic map. Fixed points, periodic points, stability, bifurcation diagrams, sensitive dependence on initial conditions, Lyapunov exponents and chaos. (3h). PART II (F. Corinto, M. Bonnin). Limit cycles: Poincaré maps and examples. (2h). Phase oscillator model, Kuramoto model. Synchronization of nonlinea...

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Torino, March-April, 2015. An Introduction to Synchronization in Complex Systems. Torino, April 14-16, 2014. Árpád I. Csurgay. Pázmány Catholic University,. An Introduction to Engineering Quantum Electrodynamics (QED). Torino, April 16-19, 2012. B Garay, Computer-Assisted Proofs for Chaos. Torino, October 25-28, 2011. L Kocarev, Dynamical processes on networks. Welcome to the website of the Linear and Nonlinear Circuits and Systems Group (LiNCS)! Circuit Models of Nano-Devices. Webmaster: M. Biey.

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