Oggi ho ricevuto questa e-mail: 

Dear Author,

Thank you for your contribution to the International Journal of Bifurcation and Chaos. You will be happy to know that your paper published in Vol. 16, No. 12 (December 2006), is now available online.

http://www.worldscinet.com/ijbc/16/1612/S02181274061612.html

Beh, prego!
Sono felice che il mio articolo sia stato pubblicato? Sì.
Cambia qualcosa per quanto riguarda la mia (fu) carriera accademica? In Italia, no.

Ciao,
Stefano 

PS: l'articolo si intitola Synchronization and peak-to-peak dynamics in networks of low-dimensional chaotic oscillators e si può scaricare nella versione pre-print (essenzialmente identica a quella pubblicata) dalla pagina chi sono. Se volete sapere di che cosa parla l'articolo, eccovi l'abstract:

In this paper we study the relationships between local and global properties in networks of dynamical systems by focusing on two global properties, synchronization and peak-to-peak dynamics, and on two local properties, coherence of the components of the network and coupling strength. The analysis is restricted to networks of low-dimensional chaotic oscillators, i.e. oscillators which have peak-to-peak dynamics when they work in isolation. The results are obtained through simulation, first by considering pairs of coupled Lorenz, Rössler and Chua systems, and then by studying the behavior of spatially extended tritrophic food chains described by the Rosenzweig–MacArthur model. The conclusion is that synchronization and peak-to-peak dynamics are different aspects of the same collective behavior, which is easily obtained by enhancing local coupling and coherence. The importance of these findings is briefly discussed within the context of ecological modeling.