474 Svend E. Rugh Chaos in the Einstein Equation - Characterization and imp. 475 T.Szeredi, J.H. Lefebvre and D.A. Goodings Application of Bogomolny's transfer operator to semicl. 476 T. Szeredi, J.H. Lefebvre and D.A. Goodings Studies of Bogomolny's semiclassical quantization of integrable and nonintegrable systems 477 M.O. Magnasco Molecular Combustion Motors 478 L. Benet, T.H. Seligman and H.A. Weidenmuller Quantum signatures of classical chaos: sensitivity of wave 479 Harvey Kaplan Type-I intermittency for the Henon-map family 480 Per Dahlqvist Determination of resonance spectra for bound chaotic sys. 481 Peter D. Lax Trace formulas for the schroedinger operator 482 H. Schanz and U. Smilansky Quantization of sinai's billiard- a scattereing approach 483 P. Olla Extension of the Yakhot-Orszag renormalization group based closure scheme to isotropic and anisotropic two dimen.tur. 484 Christian Beck A chaotic cascade model for turbulent velocity distribution 485 G. Vattay, A. Wirzba and P.E. Rosenqvist Periodic orbit theory of diffraction 486 R. Rammal and J. Bellissard Ground state of the fermi gas on 2d lattices with a magnetic field 487 P. Olla Tails in the probability distribution of stochastic processes with power law multiplicative noise 488 A.Johansen,P.Dimon,C.Ellegaard,J.S.Larsen and H.H.Rugh Dynamic phases in a spring-block system 489 Harvey Kaplan Cessation of type I intermittency leads to multistable periodic island hierarchies 490 P. Olla Contaminant diffusion in a random array of fixed parallel cylinders at high Reynolds numbers 491 David Ruelle Functional equation for dynamical zeta functions of Milnor- Thurston type 492 F.J. Elmer, E.P. Eckmann and G. Hartsleben Dual fronts propogating into an unstable state 493 E. Gluskin On the complexity of a locally perturbed liquid flow 494 Viviane Baladi Infinite kneading matrices and weighted zeta functions of interval maps 495 O. Agam and S. Fishman A semiclassical criterion for scars in wave functions of chaotic systems 496 K.J. Lee, W.D. McCormick, Q. Quyang and H.L. Swinney Pattern formation by interacting chemical fronts 497 I. Peterson Chaos in spacetime 498 J.Bene and R. Graham Supersymmetric homogeneous quantum cosmologies coupled to a scalar field 499 Xinyu He On the evolution equation of an inviscid vortex in 2-D turbulence 500 Xinyu He On the most probable critical distance for two unequal vortices in 2-D turbulence 501 Xinyu He On vortex properties of 2-D turbulence in the wavenumber spac 502 A. Wirzba Test of the periodic-orbit approx. in n-disk systems 503 S. Blacher, F. Brouers and R. van Dyck On the use of fractal concepts in image analysis 504 D.M. Petrich and R.E. Goldstein A nonlocal contour dynamics model for chemical front motion 505 R.E. Goldstein and D. Petrich Solitons, Euler's equation, and the geometry of curve motion 506 Per Dahlqvist Approximate zeta function for the sinai billiard and related 507 S.Slimani, N.Aubry, P.Kolodner and R.Lima Biorthogonal decomposition analysis of dispersive chaos 508 M. Marder Simple models of rapid fracture 509 P. Kolodner Extended states of nonlinear traveling-wave convection 510 H.C. Fogedby Levy flights in random environments 511 J.A. Glazier, P. Kolodner and H. Williams Dispersive chaos 512 J.M. Mao, J. Shaw and J.B. Delos Closed orbits and semiclassical wavefunctions in two- dimensional hamiltonian systems 513 Y.B. Suris Complex separatrices of standard-like maps 514 A.F. Beardon and P.J. Rippon A remark on the shape of quadratic Julia sets 515 J. Kotus On ergodicity of Julia sets of meromorphic functions 516 P. Kolodner Extended states of nonlinear traveling-wave convection 517 P. Kolodner Arbitrary-width confined states of traveling-wave convect. 518 A.M. Blokh On rotation intervals for interval maps 519 Sen Hu On Birkhoff signature of trellises 520 Y. Du and E. Ott Growth rates for fast kinematic dynamo instabilities of chaotic fluid flows 521 S. Boatto, L.P. Kadanoff and P.Olla Travelling wave solutions to thin film equations 522 P.J. Morrison and D. Pfirsch Dielectric energy versus plasma energy, and Hamiltonian action-angle variables for the Vlasov equation 523 S. McNamara A periodic orbit expansion of the Lorenz system 525 A. Rogers Anticommuting variables, Fermionic path integrals and super 526 K. Simon Hausdorff dimension for non-invertible maps 527 J. Maddox Making models of muscle contraction 528 M. Yuri Invariant measures for certain multi-dimensional maps 529 Mat-nyt nr. 782 Oproer mod matematik 530 mat-nyt nr. 784 531 mat-nyt nr. 785 524 F. Mahootian, D.J. Hauri and J.E. Earley New region of oscillations in the chlorite-bromate-iodide sys 532 T. Bountis Investigating non-integrability and chaos in complex time 533 G.Tanner and D. Wintgen Classical and semiclassical zeta functions in terms of 534 T.Bountis, L.Drossos and I.C.Percival Non-integrable systems with algebraic singularities in complex time 535 F. Steiner Quantum chaos 536 D.Alonso and P.Gaspard Role of the edge orbits in the semiclassical quantization of the stadium billiard 537 K. Jung Adiabatic invariance and the regularity of perturbations 538 H.C. Fogedby Langevin equations for continuous time levy flights 539 The economist oct.93 Frontiers of finance 540 C.W. Misner The mixmaster cosmological metrics 541 P. Dahlqvist Approximate zeta functions for the sinai billiard and related systems 542 M. de Sousa Vieira and H.J. Herrmann Self-similarity of friction laws 543 M. de Sousa Vieira and H.J. Herrmann A growth model for dna evolution 544 M. de Sousa Vieira Chaos in a spring-block model for earthquakes 545 M. de Sousa Vieira, A.J. Lichtenberg and M.A. Lieberman Nonlinear dynamics of digital phase-locked loops with delay 546 Mat-Nyt 22.feb.94 547 Mat-Nyt 15.feb.94 548 S.P. Kuznetsov and I.R. Sataev A Hybrid of period doubling cascade and tangent bifurcation Quantitative universality and two-parameter scaling 549 S.P.Kuznetsov and I.R. Sataev New types of critical dynamics for two-dimensional maps 550 S.P. Kuznetsov Tricriticality in two-dimensional maps 551 A.P. Kuznetsov, S.P. Kuznetsov and I.R. Sataev Bicritical dynamics of period-doubling systems with unidirectional coupling 552 A.P. Kuznetsov, S.P. Kuznetsov and I.R. Sataev Variety of types of critical behavior and multistability in period-doubling systems with unidirectional coupling near the onset of chaos 553 A.P. Kuznetsov, S.P. Kuznetsov and I.R. Sataev From bimodal one-dimensional maps to henon-like two- dimensional maps: Does quantitative universality survive 554 A.P. Kuznetsov, S.P. Kuznetsov and I.R. Sataev Multi-parameter transition to chaos and fractal nature of critical attractors 555 Marcel Wellner The road to fractals in a yang-mills system 556 S.P. Kuznetsov Renormalization group, universality and scaling in dynamics of coupled map lattices 557 F.Cooper, J.F. Dawson, D.Meredith and H. Shepard Semi-quantum chaos 558 W.Bauer, D.McGrew, V. Zelevinsky and P.Schuck Coexistence of chaos and regular undamped motion in giant nuclear oscillations 559 V.G.Zelevinsky, P.F.Bortignon and R.A.Broglia Stochastic limit of the damping width for collective motion 560 R.F. Williams A new Zeta function natural for links 561 Kensuke Ikeda Self-organization of dissipation in classically chaotic 562 Kensuke Ikeda Dissipation self-organized by quantum chaos 563 Kensuke Ikeda Stationary dissipation due to quantum chaos: simulated light absorption with quantum maps 564 K.Ikeda, S.Adachi and M.Toda Absorption of light by a quantum chaos system 565 R.Bhagavatula and C. Jayaprakash Non-Gaussian distributions in extended dynamical systems 566 D.A. Egolf and H.S. Greenside Spatial variation of correlation times for 1D phase turb. 567 H.U. Baranger and P.A. Mello Mesoscopic transport through ballistic cavities 569 A.S. Pikovsky and U.Feudel Characterizing strange nonchaotic attractors 570 A.S. Pikovsky and U. Feudel Characterizing strange nonchaotic attractors II. sensitivity to perturbations 571 A.S. Pikovsky and J. Kurths Roughening interfaces in the dynamics of perturbations of spatiotemporal chaos 572 A.S. Pikovsky and J. Kurths Collective behavior in ensembles of globally coupled maps 573 A.S. Pikovsky and J. Kurths Do globally coupled maps really violate the law of large numbers 574 R.Bhagavatula, G.Grinstein, Y.He and C.Jayaprakash Algebraic correlations in conserving chaotic systems 575 D.A. Egolf and H.S. Greenside Stochastic to deterministic crossover of fractal dimensions for a langevin equation 576 R. Bhagavatula, C.Ebner and C.Jayaprakash Dynamics of capacitive Josephson-junction arrays subjected to electromagnetic radiation 577 A.Johansen, P.Dimon and E.Ellegaard Dynamics of sliding in a spring-block experiment 578 D.A. Egolf and H.S. Greenside Dependence of extensive chaos on the spatial correl.length 579 T.C. Elston and R.F. Fox Chaos and quantum-classical correspondence in the cat map 580 Stephen C. Creagh Quantum Zeta Function for Perturbed Cat Maps 581 C.V. Conrado and T. Bohr Growht Shapes and Turbulent Spots in Unstable Systems 582 D. Stassinopoulos and P. Bak A simple model of the brain 583 T. Prosen and M. Robnik The first numerical demonstration of the Berry-Robnik level 584 S.C. Creagh Tunnelling in multidimensional systems 585 Baowen Li and M. Robnik Statistical properties of high-lying chaotic eigenstates 586 H.H. Rugh Generalized fredholm determinants and Selberg zeta functions for axiom a dynamical systems 587 B. Dammann, H.C. Fogedby, J.H. Ipsen and C. Jeppesen Monte Carlo study of the inflation-deflation transition in a fluid membrane 588 Carsten Knudsen Aspects of noninvertible dynamics and chaos 589 I. Gjaja and A. Dragt Factorization of general symplectic maps using solvable maps 590 I. Gjaja and A. Bhattacharjee Divergences in the iterative and perturbative methods for computing Hannay's angle 591 L. Nathalie Noise/chaos distinction applied to the study of a fluidized bed: abstract 592 I. Gjaja Convergence of an infinite product of lie transformations 593 Piero Olla Contaminant diffusion in a random array of fixed parallel cylinders at high Reynolds numbers 594 Holger Kantz A robust method to estimate the maximal Lyapunov exponent of a time series 595 Z. Olami, I. Procaccia and R. Zeitak Interface roughening in systems with quenched disorder 596 Svend E. Rugh Chaos in the Einstein equations-characterization and importan ce 597 V.S. L'vov and I. Procaccia "Intermittency" in hydrodynamic turbulence as an intermediate asymptotic to Kolmogorov'41 scaling 598 R.E. Amritkar and P.M. Gade Wavelength doubling bifurcations in coupled map lattices 599 P.M. Gade and R.E. Amritkar Characterizing loss of memory in a dynamical system 600 P.M. Gade and R.E. Amritkar Spatially periodic orbits in coupled-map lattices 601 A. Voros Exact quantization condition for anharmonic oscillators 602 J.P. Keating and M. Sieber Calculation of spectral determinants 603 J.P. Keating Long-time divergence of semiclassical form-factors 604 Ian C. Percival Primary state diffusion 605 V.S. L'vov, I. Procaccia and A.L. Fairhall Anomalous scaling in fluid mechanics: the case of the passive scalar 606 Piero Olla Extension of the Yakhot-Orszag renormalization group based closure scheme to isotropic and anisotropic two dimensional turbulence 607 D.M. Petrich and R.E. Goldstein A nonlocal contour dynamics model for chemical front motion 608 Peter Reimann Universal scaling of invariant densities in the noisy Feigenbaum scenario 609 P. Reimann and C. van den Broeck Intermittent diffusion in the presence of noise 610 Peter Reimann Suppression of deterministic diffusion by noise 611 S. Boatto, L.P. Kadanoff and P. Olla Travelling wave solutions to thin film equations 612 Piero Olla Tails in the probability distribution of stochastic processes with power law multiplicative noise 613 P. Alstrøm and D. Stassinopoulos Versatility and adaptive performance 614 Per Dahlqvist Approximate zeta functions for the Sinai billiard and related systems 615 A. Voros Exact quantization condition for anharmonic oscillators 616 D.J. Evans and D.J. Searles Equilibrium microstates which generate second law violating steady states 617 J.H. Hannay, J.P. Keating and A.M. Ozorio de Almeida Optical realization of the Baker's transformation 618 Kai T. Hansen Bimodal bifurcations of homoclinic orbits 619 Kuznetsov A.P., Kuznetsov S.P. Critical dynamics of coupled map lattices at the onset of chaos (in Russian) 620 Journal of Computational Acousitcs Volume 1 621 Mat-nyt 1. marts 1994 622 Mat-nyt 8. marts 1994 623 Mat-nyt 15. marts 1994 624 Mat-nyt 22. marts 1994 568 J. Kurths and A.S. Pikovsky Symmetry breaking in distributed systems 625 Mat-nyt 5. april 1994 627 Mat-nyt 26. april 1994 628 G. Zocchi, P. Tabeling, J. Maurer, H. Willaime Scaling of the dissipation at high Reynolds numbers 629 P. Tabeling, G. Zocchi, F. Belin, J. Maurer, H. Willaime Probability density functions in large Reynolds number turbulence 630 L. Weaver and J. Burkhardt Weak Anderson localization and enhanced backscatter in reverberation rooms and quantum dots 631 M. Youssefmir and B.A. Huberman Local controls for large assemblies of nonlinear elements 632 S. Bleher and R.S. Dumont Asymptotic decay rates in a hard disk gas 626 Mat-nyt 19. april 1994 634 D.K.Arrowsmith, J.H.E.Cartwright, A.N.Lansbury, C.Place The bogdanov map: Bifurcations, mode locking, and chaos in a dissipative system 635 Frank Gaitan Backflow and its consequences for the intrinsic orbital angular momentum in 3He-A 636 Frank Gaitan On the observability of meso- or macro-scopic quantum 637 N.Z.Akopov,E.M.Madounts,A.B.Nersesian,G.K.Savvidy,W.Greiner Fast K system generator of pseudorandom numbers 633 Benzi,Ciliberto,Baudet,Ruiz Chavarria, Tripiccione Extended self-similarity in the dissipation range of fully developed turbulence 639 A.K.Pattanayak and W.C. Schieve Semiquantal dynamics of fluctuations: ostensible quant.chaos 638 N.J.Balmforth,P.Cvitanovic,G.R.Ierley,E.A.Spiegel,G.Vattay Advection of Vector Fields by Chaotic Flows 641 H.U. Baranger, R.A. Jalabert, A.D. Stone Quantum-chaotic scattering effects in semiconductor microstr. 642 Kai T Hansen Symbolic dynamics in chaotic systems 640 Y.S. Parmar Renormalization group for the Heisenberg magnet 643 Svend E. Rugh Chaos in the Einstein equations 644 R. Galeeva, M. Martens and C. Tresser Inducing, slopes and conjugacy classes 645 L. Lindemann, H. Qvist Lorensen and J. Nygaard Acoustic chaos 646 H. Primack and U. Smilansky Quantal consequences of perturbations which destroy structurally unstable orbits in chaotic billiards 647 V.V. Korotkich Integer code series with some applications in dynamical syst. 648 C. Bishop and P. Jones Hausdorff dimension and Kleinian groups 649 G.S. Ezra, K. Richter, G. Tanner and D. Wintgen Semiclassical cycle expansion for the helium atom 650 G. Tanner and D. Wintgen Quantization of chaotic systems 651 G. Tanner and D. Wintgen Classical and semiclassical zeta functions in terms of transition probabilities 652 G.Tanner, P.Scherer,E.B.Bogomonly, B.Eckhardt, D.Wintgen Quantum Eigenvalues from classical periodic orbits 653 Jacques Laskar The moon and the origin of life on earth 654 S. Hatjispyros and F. Vivaldi A family of rational zeta functions for the quadratic map 655 Y.B. Suris On the complex separatrices of some standard-like maps 656 A.F. Beardon and P.J. Rippon A remark on the shape of quadratic Julia sets 657 A.M. Blokh On rotation intervals for interval maps 658 F. Torvund and J. Froeyland Strong ordering by non-uniformity of critical stresses in an earthquake model 659 A. Shudo and K.S. Ikeda Complex classical trajectories and chaotic tunneling 660 Y. Shimizu and A. Shudo Polygonal Billiards: correspondence between classical trajectories and quantum Eigenstates 661 Sen Hu On Birkhoff signature of trellises 662 Per Bak, Kan Chen and M. Creutz Self-organized criticality in the game of life 663 T. Prosen Numerical demonstration of the semiclassical matrix element probability distribution between integrability and chaos 664 M. Paczuski, S. Maslov and Per Bak Field theory of self-organized criticality 665 E.R. Edmonds The classical model of the magnetic hydrogen atom 666 T. Prosen Quantum surface of section method: Decomposition of the resolvent (E - H)-1 668 Mat-nyt Den 12. april 1994 669 Mat-nyt Den 3. maj 1994 667 D. Stassinopoulos, Per Bak and Preben Alstroem Self-organization in a simple brain model 670 H.P. Fang Universality of high-dimensional dissipative systems in parameter space 671 Chia-Chu Chen Diffusion coefficient of piecewise linear maps 672 Raymond Ashoori Energy levels of a few electron quantum dot 673 H.U. Baranger Mesoscopic transport through ballistic cavities 674 R. de la Llave and S. Tompaidis Computation of domains of analyticity for some perturbative expansions of mechanics 675 Gregor Tanner Klassische und semiklassische zetafuntionen 676 Peter Scherer Quantenzustande eines klassisch chaotischen billards 677 J.A.C. Gallas, C. Grebogi and J.A. Yorke Vertices in parameter space: Double crises which destroy chaotic attractors 678 J.P. Eckmann and C.A. Piller Spectral duality for planar billiards 679 A. Moroz Density of states calculations and multiple-scattering theory for photons 680 C.Lettelier, P.Dutertre and B.Maheu Unstable periodic orbits and templates of Rossler system 681 Ying-Ching Lai, C.Grebogi, R.Blumel and I. Kan Crisis in chaotic scattering 682 R. Mainieri Cycle expansions for the finite temperature Ising model with quenched disorder 683 F.M. Dittes, E. Doron and U. Smilansky Long-time behavior of the semiclassical baker's map 684 P. Gerwinski and P. Seba Quantum resonances due to classical stability islands 685 P.Gerwinski, F.Haake, H.Wiedemann, M.Kus, K.Zyczkowki Semiclassical spectra for a classically chaotic kicked top 686 H. Schanz and U. Smilansky Quantization of Sinai's billiard - a scattering approach 687 Per Dahlqvist Determination of resonance spectra for bound chaotic systems 688 T. Tel, C. Grebogi and Ed Ott Conditions for the abrupt bifurcation to chaotic scattering 689 R. de la Llave and S. Tompaidis Nature of singularities for analyticity domains of invariant curves 690 Ying-Cheng Lai and Celso Grebogi Converting transient chaos into sustained chaos by feedback control 691 T.C. Niederkorn and J.M. Ottino Mixing of a viscoelastic fluid in a time-periodic flow 692 A.K. Pattanayak and W.C. Schieve Semiquantal dynamics of fluctuations: Ostensible quantum chao 693 Rainer Scharf and Bala Sundaram Traces of ghost orbits in the quantum standard map 694 Mat-Nyt fra d. 24.maj nr. 799 695 K. Kaneko Chaotic traveling waves in a coupled map lattice 696 K. Kaneko and T. Konishi Peeling the onion of order and chaos in a high-dimensional Hamiltonian system 697 J. Lloyd, M. Niemeyer, L. Rondoni and G.P. Morriss The nonequilibrium Lorentz gas 698 A.L. Owczarek and T. Prellberg Universality of polymer collapse in two dimensions and super-diffusive behaviour in a Lorentz lattice gas 699 Y. Rutman, M. Feingold, Y. Avishai and O. Piro Localization in quasi-1D systems: Perturbation theory and sca 700 K. Kaneko Remarks on the mean field dynamics of networks of chaotic elements 701 R. Ketzmerick Fractal spectra and quantum dynamics in laterat superlattices 702 E.R. Mucciolo, V.N. Prigodin and B.L. Altshuler Statistical properties of level widths and conductance peaks in a quantum dot 703 E.R.Mucciolo, R.B.Capaz, B.L.Altshuler and J.D.Joannopoulos Manifestation of quantum chaos in electronic band structures 704 T. Prosen and M. Robnik Semiclassical energy level statistics in the transition region between integrability and chaos 705 J. Lloyd, L. Rondoni and G.P. Morriss The breakdown of ergodic behaviour in the Lorentz gas 706 L.Rondoni, G.P.Morriss, J.P.Lloyd, M.Niemeyer, E.G.D.Cohen Lorentz gas, periodic orbit expansions, partition functions and ergodicity 707 V.V. Flambaum, A.A. Gribakina, G.F. Gribakin and M.G.Kozlov Structure of compound states in the chaotic spectrum of the Ce atom 708 V.V. Flambaum Dynamical enhancement of weak interactions and quantum chaos 709 B.A. Huberman and Natalie S. Glance Beliefs and cooperation 710 G.Paladin, M. Serva and A. Vulpiani Complexity in dynamical systems with noise 711 A.Crisanti,M.Falcioni,G.Paladin,M.Serva and A.Vulpiani Sporadic chaos in quantum systems 712 A.M.Chang, H.U.Baranger, L.N.Pfeiffer, K.W.West Weak-localization in chaotic versus non-chaotic cavities 713 J. Zhang, D. Stassinopoulos, P. Alstrøm and M.T. Levinsen Stochastic transition intermittency in pipe flows: Experiment and model 714 Rodney M.J. Cotterill Autism, Intelligence and Consciousness 715 Peter Dodds Multifractals, Thermodynamic Formalism and Intermittency 716 Freddy Christiansen, Hans Henrik Rugh and S.E. Rugh Non-integrability of the mixmaster universe 717 Nuclear Physics News Vol.4,2 - H.A. Weidenmueller Chaos in nuclei 718 Stephen C. Creagh Quantum Zeta Function for Perturbed Cat Maps 719 ABSTRACT BOOK Danish Physical Society 720 A.M. Chang, H.U. Baranger, L.N. Pfeiffer and K.W. West Weak-localization in chaotic versus non-chaotic cavities: A striking difference in the line shape 721 Anders B. Eriksson Nonlinear dynamics and condensed states with broken symmetrie 722 Marek Biesiada and Svend E. Rugh Maupertuis principle, Wheeler's superspace and an invariant criterion for local instability in general relativity 723 Svend E. Rugh Chaos in the Einstein equations - characterization and import 724 Svend E. Rugh Chaos in the Einstein equations 725 Mat-nyt nr. 800 d. 31. maj 1994 726 Mat - nyt nr. 802 d. 14. juni 1994 727 Kunihiko Kaneko Chaos as a Source of Complexity and Diversity in Evolution 728 A.Crisanti, M.Falcioni, G.Paladin, M.Serva, A.Vulpiani Complexity in quantum systems 729 J.P.Eckmann and C.A. Pillet Spectral duality for planar billiards 730 P. Lebaeuf and A. Mouchet Tunneling and the band structure of chaotic systems 731 Mirko Degli Esposti and Stefano Isola Distribution of closed orbits for linear automorphisms of Tor 732 Salman Habib and Robert Ryne Symplectic calculation of Lyapunov exponents 733 Viviane Baladi and David Ruelle Sharp Determinants 734 Per Dahlqvist Periodic orbit asymptotics for intermittent Hamiltonian sys. 735 A.R. Edmonds Application of the theory of Hill's equation to the study of the stability of periodic classical orbits 736 Yu. Baryshnikov Complexity of trajectories in rectangular billiards 737 Helena E. Nusse and James A. Yorke Border-collision bifurcations for piecewise smooth one-dim. 738 Helena E. Nusse and James A. Yorke Wada basin boundaries 739 Boju Jiang Nielsen theory for periodic orbits and applications to dynam. 740 J.R. Dorfman and P. Gaspard Chaotic scattering theory of transport and reaction-rate coef ficients 741 J. Bricmont and A. Kupiainen Coupled analytic maps 742 Rafael de la Llave and Stathis Tompaidis On the singularity structure of invariant curves of symplecti mappings 743 Harel Primack and Uzy Smilansky Quantal consequences of perturbations which destroy structurally unstable orbits in chaotic billiards 744 R. Willox, W. Hereman and F. Verheest Complete integrability of a modified vector derivative nonlinear Schroedinger equation 745 Feliks Przytycki and Folkert Tangerman Cantor sets in the line: Scaling functions and the smoothness of the shift-map 746 T.M.Antonsen Jr., E.Ott, Q.Chen and R.N. Oerter The statistics of wave function scars 747 L. Kjeldgaard and J.C. Schoen Distinguishing different paths for rearrangements on surfaces 748 C. Jarzynski Studies in chaotic adiabatic dynamics 749 H.B. Stewart and A.N. Lansbury Forecasting catastrophe by exploiting chaotic dynamics 750 J.M.T. Thompson, H.B. Stewart and Y. Ueda Safe, explosive, and dangerous bifurcations in dissipative dynamical systems 751 D. Ruwisch, P. Schutz, M. Bode and H.G. Purwins Synergetic kohonen-hardware based on a bistable reaction 752 D. Ruwisch, M. Bode, P. Schutz and M. Markus Parallel analog computation of coupled cell cycles with electrical oscillators 753 Niedermostheide,Dohmen, Willebrand, Kerner and Purwins Transition from pulsating to rocking localized structures in nonlinear dissipative distributive media with global inhib ition 754 F.J.Niedermostheide, M.Ardes, M.Or-Guil and H.G.Purwins Spationtemporal behavior of localized current filaments in p-n-p-n diodes 755 H. Bruce Stewart Application of fixed point theory to chaotic attractors of forced oscillators 756 M. Bode, A. Reuter, R. Schmeling, H.G. Purwins Measurement of the transition from uni-to bi-directional front propagation in a reaction-diffusion system 757 D.Ruwisch, M.Bode and H.G. Purwins Parallel hardware implementation of Kohonen's algorithm 758 B.Birnir, B.Galdrikian, R.Grauer and M.Sherwin Nonperturbative resonances in periodically driven quantum wel 759 B.Galdrikian, M.Sherwin and B.Birnir Self-consistent floquet states for periodically driven quantum wells 760 F. Christiansen, H.H. Rugh and S.E. Rugh Non-integrability of the mixmaster universe 762 Alexander Praskovsky and Steven Oncley Correlators of velocity differences and energy dissipation at very high Reynolds numbers 763 Gabor Vattay and Andrea Harnos Scaling behavior in daily air humidity fluctuations 764 Shau-Jin Chang Determining the trajectory from discrete RL information 765 Bruno Eckhardt and Siegfried Grossmann Correlation functions in chaotic systems from periodic orbits 766 R. Klages and J.R. Dorfman Simple maps with fractal diffusion coefficients 767 F. Mortessagne, O. Legrand and D. Sornette Geometric theory of wave dynamics in chaotic billiards 768 A. Kudrolli, V. Kidambi and S. Sridhar Universal properties of quantum chaotic and disordered wavefu 769 V.S. L'vov and I. Procaccia Correlators of velocity differences and energy dissipation as an element in the subcritical scenario for non-Kolmogorov scaling in turbulence 770 Jan-Michael Rost Two-electron escape near threshold: A Classical process? 771 J.M. Rost and E.J. Heller Ionization of hydrogen by positron impact near the fragmentat ion threshold 772 Aurel Bulgac and Dimitri Kusnezov Dynamics beyond the adiabatic approximation 773 A. Bulgac, G. Do Dang and D. Kusnezov Stochastic aspects of large amplitude collective motion 761 Svend E. Rugh Chaos in the Einstein equations-characterization and importan 775 Jan-Michael Rost Semiclassical S-matrix approach to the three body coulomb 776 Jan-Michael Rost and Dieter Wingtgen What happens to two-electron resonances when their energy approaches the break-up threshold 777 Mat-nyt Nr. 803 - d. 9. august 94 774 A. Bulgac, G. Do Dang and D. Kusnezov Coupling between slow and fast degrees of freedom in systems 778 N.D. Whelan Geometric and diffractive orbits in the scattering from confocal hyperbolae 779 P.A. Boasman and J.P. Keating Semiclassical asymptotics of perturbed cat maps 780 Nicholas B. Tufillaro Braids of bouncing ball 781 Andreas Wirzba New results on hard disk and hard ball scattering systems 782 N.Tufillaro, P.Wyckoff, R.Brown, T.Schreiber, T.Molteno Topological time series analysis of a string experiment and its synchronized model 783 Gabor Vattay Differential equations to compute h corrections of the trace formula 784 M.V. Berry and J.P. Keating Persistent current flux correlations calculated by quantum chaology 785 Lev V. Mikheev From surface to random criticality in layered planar ising models 786 Aurell,Boffetta,Crisanti,Frick,Paladin,Vulpiani Statistical mechanics of shell models for 2D-turbulence 787 James Theiler and Paul E. Rapp Chaos in the human EEG: another look at the evidence 788 S. Sridhar and A. Kudrolli Experiments on not "hearing the shape" of drums 789 A. Kudrolli, V. Kidambi and S. Sridhar Universal properties of quantum chaotic and disordered wavef 790 A.Kudrolli, S.Sridhar, A.Panday and R.Ramaswamy Signatures of chaos in quantum billiards: Microwave experim 791 Karl Egil Aubert Løst og fast om Selbergs sporformel 792 Johan F. Aarnes Selbergs sporformel og Riemanns zetafunksjon 793 M. Youssefmir, B.A. Huberman and T. Hogg Bubbles and market crashes 794 H. Aref, S.W. Jones, S. Mofina and I. Zawadzki Vortices, kinematics and chaos 795 Scott W. Jones Chaotic advection and dispersion 796 S.W. Jones, W.R. Young and J.F. Brady Shear dispersion and anomalous diffusion by chaotic advection 797 Scott W. Jones Dispersion in zero-mean periodic flows 798 Scott W. Jones Chaotic advection and dispersion 799 D. Biswas and S. Sinha Fluctuations in the length spectrum of pseudo-integrable billiards 800 D. Biswas and S.R. Jain Quantum description of a pseudointegrable system 801 D. Biswas, M. Azam, Q.V. Lawande and S.V. Lawande Existence of stable periodic orbits in the x2y2 potential 802 D. Biswas, M. Azam and S.V. Lawande Degeneracies in energy spectrum and periodic orbit actions 803 D. Biswas Spectral fluctuations of an irrational rhombus billiard 804 D. Biswas, M. Azam and S.V. Lawande Contour splitting as a criterion for surface roughness in irregular wavefunctions 805 D. Biswas, S. Pal and A. Chaudhuri Two-center shell potential: Spectral fluctuations and an effective underlying classical dynamics 806 Debabrata Biswas The length spectrum of chaotic billiards 807 Debabrata Biswas Universality in the length spectrum of integrable systems 808 D. Biswas and M. Azam Comment on "Near-ground-state spectral fluctuations in 809 D. Biswas and S. Sinha Theory of fluctuations in pseudointegrable systems 811 R.S. Modak, D. Biswas, M. Azam and Q.V. Lawande Distribution of periodic-orbit lengths for a pseudointegrable system 812 D. Biswas, S. Pal and A.K. Chaudhuri Regular, irregular, and scarred wave functions in the two- center shell model 813 S. Sinha, D. Biswas, M. Azam and S.V. Lawande Nonstatistical behavior of higher-dimensional couples systems 814 D. Biswas and S. Sinha Fluctuations in the time periods of a model chaotic system 815 D. Biswas, S. Sinha and S.V. Lawande Spurious spectral fluctuations due to missing levels 816 Debabrata Biswas Spectral statistics of the /3rhombus billiard 817 D. Biswas, M. Azam and S.V. Lawande The amplitude distribution - a periodic orbit theory approach 818 D. Biswas, M. Azam and S.V. Lawande Spectral rigidity for degenerate integrable systems 819 D. Biswas, M. Azam and S.V. Lawande Nature of classical periodic orbits from the quantum spectra 820 D. Biswas, M. Azam and S.V. Lawande A detailed investigation of the spectral rigidity for integra ble hamiltonian systems 821 Roberto Artuso and Giulio Casati Numerical experiments on billiards 822 A. Hakmi, F. Bosco and I. Antoniou The first return map of the periodic lorentz gas 823 Tseng, Chen, Ping-Cheng Li,Lai,Chien Ho Chou,Hung Wei Chen Some exact results for the diffusion coefficients of maps wit h pruning cycles 824 H.P. Fang Why does 1D symbolic dynamics work so well for higher- dimensional dissipative systems 810 S. Sinha, D. Biswas, M. Azam and S.V. Lawande Local-to-global coupling in chaotic maps 825 F. Przytycki Iterations of rational functions: which hyperbolic components contain polynomials 826 A. Poirier Coexistence of critical orbit types in sub-hyperbolic polynomial maps 827 Carlangelo Liverani Decay of correlations for piecewise expanding maps 829 Carlangelo Liverani Decay of correlations 830 Keith Briggs Corrections to universal scaling in real maps 831 J.M. Tualle and A. Voros Normal modes of billiards portrayed in the stellar(or nodal) representation 832 J. Blocki, C. Jarzynski, J. Skalski and W.J. Swiatecki Order, chaos and nuclear dynamics 833 Gabor Vattay Dynamical systems with noise - CATS workshop Aug. 25, 1994 834 Lars Risbo Modulators - Stability analysis and optimization 835 Mat-nyt d. 14 September 828 C. Rouvinez and U. Smilansky A scattering approach to the quantization of hamiltonians in 2 dimensions 836 Tomaz Prosen Exact quantum surface of section method 837 Tomaz Prosen and Marko Robnik Numerical demonstration of the berry-robnik level spacing distribution 838 Baowen Li and Marko Robnik Statistical properties of high-lying chaotic eigenstates 839 Tomaz Prosen Numerical demonstration of the semiclassical matrix element probability distribution between integrability and chaos 840 Peng,Buldyrev,Goldberger,Havlin,Sciortino,Simons +Stanley Long-range correlations in nucleotide sequences 841 Mantegna,Buldyrev,Goldberger,Havlin,Peng,Simons+Stanley Linguistic features of non-coding DNA sequences 842 V.Baladi, S.Isola and B.Schmitt Transfer operator for piecewise affine approximations of interval maps 843 Adrian Patrascioiu and Erhard Seiler Super-instantons in gauge theories and troubles with perturbation theory 845 Salman Habib and Robert D. Rynes Symplectic calculation of lyapunov exponents 846 Salman Habib, Henry E. Kandrup and M. Elaine Mahon Chaos and noise in galactic potentials 847 Salman Habib, Henry E. Kandrup and M. Elaine Mahon Chaos and noise in a truncated Today potential 848 Efstathios Tompaidis Behavior of invariant curves in dynamical systems 849 D.K. Sunko Recursion relation for the trigonometric and hyperbolic functions 850 Rosario N. Mantegna and H. Eugene Stanley Intermittency in the mesoscopic dynamics of an economic index 851 Peng, Mietus, Hausdorff, Havlin, Stanley and Goldberger Long-range anticorrelations and non-Gaussian behavior of the heartbeat 852 Buldyrev,Goldberger,Havlin,Peng,Stanley,Stanley and Simons Fractal landscapes and molecular evolution: Modeling the myosin heavy chain gene family 853 Ossadnik,Buldyrev,Goldberger,Havlin,Mantegna,Peng,Simon,Stanl Correlation approach to identify coding regions in DNA sequences 854 Suki, Barabasi, Hantos, Petak and H.E.Stanley Avalanches and power-law behaviour in lung inflation 855 Poole, Sciortino, Grande, Stanley, Angell Effect of hydrogen bonds on the thermodynamic behavior of liquid water 856 Thomas Guhr Gelfand-Tzetlin coordinates for the unitary supergroup 857 Ying-Cheng Lai and Celso Grebogi Synchronization of spatiotemporal chaotic systems by feedback control 858 Mingzhou Ding, Edward Ott and Celso Grebogi Controlling chaos in a temporally irregular environment 859 M.Ding, C. Grebogi, E.Ott, T.Sauer and J.A. Yorke Estimating correlation dimension from a chaotic time series: when does pateau onset occur? 860 Scott Hayes and Celso Grebogi Coding information in the natural complexity of chaos 861 Ying-Cheng Lai and Celso Grebogi Crisis and enhancement of chaotic scattering 862 T. Kruger, L.D. Pustyl'nikov and S.E. Troubetzkoy Acceleration of bouncing balls in external fields 863 S.P. Kuznetsov Universality and scaling in two-dimensional coupled map lattices 864 Mat-nyt nr. 811 den 5.okt. 94 844 Super-instantons and the reliability of perturbation theory in non-abelian models 865 Tomas Bohr, Eric Bosch, Willem van de Water Spatiotemporal chaos 866 Kai T. Hansen On bifurcations and complete chaos for the diamagnetic Kepler problem 867 M.Bazhenov, M.Rabinovich and L.Rubchinsky Time-periodic spatial chaos in a complex Ginzburg-Landau equation 868 M.Bazhenov, E.F. Sabaev Global behavior and boundedness of solutions to some classes of nonlinear differential equations 869 Hassan Aref Motion of a solid body through ideal fluid 870 Greg Huber, Mogens H. Jensen and Kim Sneppen Distributions of self-interactions and voids in (1+1)-d directed percolation 871 Gabor Vattay, Andreas Wirzba and Per E. Rosenqvist Periodic Orbit Theory of Diffraction 872 Jichang Wang, P.G. Sørensen and F. Hynne Transient period doublings, Torus oscillations and chaos in a closed chemical system 873 Mark Oxborrow and Marek Mihalkovic Lurking in the wings: A random-tiling geometry for decagonal AlPdMn 874 R.K. Bhaduri, A. Khare and J. Law The phase of the Riemann zeta function and the inverted harmonic oscillator 875 S.H. Al-Charchafchi and H.G. Schreck Model predicts resonator frequency-splitting effects 876 Svend E. Rugh Chaos in the Einstein equations - characterization and importance? 877 Mat-nyt 21. sept. 94 878 Mat-nyt d. 28. sept. 94 879 Mat-nyt d. 12. oktober 94 880 Mat-nyt d. 26. oktober 94 881 Mat-nyt d. 2. november 94 882 K. Kaneko Information cascade with marginal stability in a network 883 D. Sornette, A. Johansen and I. Dornic Mapping self-organized criticality onto criticality 884 B.A. Huberman and T. Hogg Communities of practice: Performance and evolution 885 J.P. Eckmann and C.A. Pillet Scattering phases and density of states for exterior domains 886 Kim Emil Rasmussen and Wictor Mazin Pattern formation in the gray-scott model 887 Tomaz Prosen General quantum surface of section method 888 B.A. Huberman and Tad Hogg Communities of practice: performance and evolution 889 Anders Johansen Spatio-temporal self-organization in a model of disease spre 890 Predrag Cvitanovic Dynamical averaging in terms of periodic orbits 891 R.Aurich, T.Hesse and F.Steiner On the role of non-periodic orbits in the semiclassical quantization of the truncated hyperbola billiard 892 J.H.Miller, G.H.Gunaratne, J.Huang and T.D.Golding Enhanced quantum interference effects in parallel Josephson 893 Gemunu H. Gunaratne Pattern formation in the presence of symmetries 894 G. Troll A hyperbolic scenario to chaotic scattering 895 Ellegaard, Guhr, Lindemann, Lorensen, Nygaard and Oxborrow Spectral statistics of acoustic resonances in aluminum blocks 896 Wolfgang Breymann Nonhyperbolic and incomplete invariant sets in chaotic 897 A. Loskutov and S.D. Rybalko Parametric perturbations and suppression of chaos in n-dimensional maps 898 Kai T. Hansen and Predrag Cvitanovic Symbolic dynamics and Markov partitions for the stadium billiard 899 A.P.Kuznetsov, S.P.Kuznetsov and I.R.Sataev From bimodal one-dimensional maps to Henon-like two dimensio 900 S.P. Kuznetsov and I.R. Sataev New types of critical dynamics for two-dimensional maps 901 S.P. Kuznetsov Tricriticality in two-dimensional maps 902 A.P.Kuznetsov, S.P.Kuznetsov and I.R.Sataev From bimodal one-dimensional maps 903 A.P.Kuznetsov, S.P.Kuznetsov, I.R.Sataev and L.O.Chua Two-parameter study of transition to chaos in Chua's circuit 904 A.P.Kuznetsov, S.P.Kuznetsov and I.R.Sataev Variety of types of critical behavior and multistability 905 M.F.Crommie, C.P.Lutz, D.M.Eigler and E.J. Heller Waves on a metal surface and quantum corrals 906 E.J. Heller Dynamical tunneling and molecular spectra 907 M.A. Sepulveda and E.J. Heller Semiclassical analysis of hierarchical spectra 908 M.A.Sepulveda and E.J. Heller Semiannual calculation and analysis of dynamical systems 909 S.P. Kuznetsov and I.R. Sataev New types of critical dynamics for two-dimensional maps 910 S.P. Kuznetsov and I.R. Sataev A Hybrid of period doubling cascade and tangent bifurcation 911 A.P. Kuznetsov, S.P. Kuznetsov and I.R. Sataev Bicritical dynamics of period-doubling systems with unidirect ional coupling 912 Bezruchko, Gulyaev, S.P. Kuznetsov and E.P. Seleznev New types of critical behavior of coupled systems at the transition to chaos 913 A.P.Kuznetsov, S.P.Kuznetsov and I.R.Sataev Two-parameter study of transition to chaos in Chua's circuit