1. Abarbanel, H.D.I., Brown, R., Sidorowich, J.J., Tsimring, L.S.: The analysis of observed chaotic data in physical systems. Rev. Mod. Phys. 65, 1331–1391 (1993)
2. Abe, A.: Validity and accuracy of solutions for nonlinear vibration analyses of suspended cables with one-to-one internal resonance. Nonlin Anal: Real World Appl. 11, 2594–2602 (2010)
3. Alaggio, R., Rega, G.: Characterizing bifurcations and classes of motion in the transition to chaos through 3d-tori of a continuous experimental system in solid mechanics. Phys. D 137, 70–93 (2000)
4. Alaggio, R., Rega, G.: Exploiting results of experimental nonlinear dynamics for reduced-order modeling of a suspended cable. In: 18th Bienn. Conf. Mechanical vibration and noise DETC01/VIB-21554 CD-Rom. ASME, New York (2001)
5. Alaggio, R., Rega, G.: Low-dimensional model of the experimental bifurcation scenario of a polymeric cable. In: Int. Conf. Nonlinear phenomena in polymer solids and low-dimensional systems, pp. 170–181. Russian Academy of Sciences, Moscow (2008)