Volume 9,Number 3, May 2003
Chaotic behaviour of one-dimensional horseshoes Pages : 505 - 548
Maria João Costa
Abstract Full Text Related Articles
A twisted tensor product on symbolic dynamical systems and the Ashley's problem Pages : 549 - 558
H. M. Hastings, S. Silberger, M. T. Weiss and Y. Wu
Evolution Galerkin schemes applied to two-dimensional Riemann problems for the wave equation system Pages : 559 - 576
Jiequan Li, Mária Lukáčová - MedviĎová and Gerald Warnecke
Oscillatory blow-up in nonlinear second order ODE's: The critical case Pages : 577 - 584
Mikhaël Balabane, Mustapha Jazar and Philippe Souplet
Exponentially small splitting of homoclinic orbits of parabolic differential equations under periodic forcing Pages : 585 - 602
Karsten Matthies
Closed orbits of Hamiltonian systems on non-compact prescribed energy surfaces Pages : 603 - 616
Morched Boughariou
Rotation sets for unimodal maps of the interval Pages : 617 - 632
Christopher Cleveland
Analysis of a linear fluid-structure interaction problem Pages : 633 - 650
Qiang Du, M. D. Gunzburger, L. S. Hou and J. Lee
Global existence and asymptotic behavior of small solutions for semilinear dissipative wave equations Pages : 651 - 662
Kosuke Ono
Decay of the polarization field in a Maxwell Bloch system Pages : 663 - 676
Frank Jochmann
On the Yakubovich frequency theorem for linear non-autonomous control processes Pages : 677 - 704
Roberta Fabbri, Russell Johnson and Carmen Núñez
Well-posedness results for phase field systems with memory effects in the order parameter dynamics Pages : 705 - 726
S. Gatti and Elena Sartori
Attractors for nonautonomous and random dynamical systems perturbed by impulses Pages : 727 - 744
Björn Schmalfuss
A note on limit laws for minimal Cantor systems with infinite periodic spectrum Pages : 745 - 750
Fabien Durand and Alejandro Maass
Periodic solutions of the second order differential equations with asymmetric nonlinearities depending on the derivatives Pages : 751 - 770
Zaihong Wang
On the problem of positive predecessor density in $3n+1$ dynamics Pages : 771 - 787
Günther J. Wirsching