ChaosBook.org library

we have switched to storing most library articles on Zotero (use Firefox add-on: for detail see svn repository siminos/bibtex/zotero.txt) group cns (ask Evangelos or Predrag for password)		01/01/2010
AuthorName JournalName 32, 1533-1545 (1999) Title		??/??/2010

History, fun

Roger Penrose (2004) The Road to Reality: A Complete Guide to the Laws of the Universe		09/21/2010
AuthorName JournalName 32 1533-1545 (1999) Title		??/??/2008
CN Yang interview (2000)		10/27/2002
D. Kaiser, American Scientist 93, 156 (2005) Physics and Feynman's Diagrams.		02/21/2005
Hans Bethe and Quantum Electrodynamics Physics Today (Oct 2005) Freeman Dyson		08/22/2006
The World on a String, Freeman J. Dyson, NY Review of Books		04/26/2004
aubin-dahanPubl.pdf		06/12/2004
History of Nonlin Dynamics according to, Phil Holmes		04/26/2005

Symbolic dynamics

Claudia Wulff, Andreas Hohmannz and Peter Deuflhard, (1995) Numerical Continuation of Periodic Orbits with Symmetry		02/21/2008
Gary Froyland, In Alistair Mees, editor, Nonlinear Dynamics and Statistics: Proceedings, Newton Institute, Cambridge, 1998, pages 283-324, (Birkhauser, 2001) Extracting dynamical behaviour via Markov models.		??/??/2007
Gregor Tanner and Niels Søndergaard, J. Phys. A ? ?? (2007) Wave chaos in acoustics and elasticity		??/??/2007
Michael Eisele, J. Phys. A: Math. Gen. 32 1533-1545 (1999) Comparison of several generating partitions of the Hénon map		01/12/2005
A. Endler and J.A.C. Gallas "Rational reductions of sums of orbital coordinates for a Hamiltonian repeller", (draft Jan 2005)		01/12/2005
A. Endler and J.A.C. Gallas "Chiral orbits", (draft Jan 2005)		01/12/2005
S.D. Pethel, N.J. Corron and E. Bollt "Symbolic Dynamics of Coupled Map Lattices",		02/28/2005
F. Christiansen and A. Politi "Generating partition for the standard map", Physical Review E, 1995		2/6/2007
F. Christiansen and A. Politi "Symbolic encoding in symplectic maps", Nonlinearity (1996)		2/6/2007
F. Christiansen and A. Politi "Guidelines for the construction of a generating partition", Physica D (1997)		2/6/2007
L. Jaeger and H. Kantz "Structure of generating partitions for two-dimensional maps", J. Phys. A (1997)		2/6/2007

Fluid dynamics

B. Eckhardt Advances in Turbulence XII, Proc. 12th EUROMECH Eur. Turb. Conf., Marburg (Springer, New York 2009)		09/07/2009
D. Viswanath Phil. Trans. R. Soc. A 367, 561–576 (2009) The critical layer in pipe flow at high {R}eynolds number		07/28/2009
V. Yakhot and K. R. Sreenivasan J. Stat. Phys. 121, 823 (2005) Anomalous scaling of structure functions and dynamic constraints on turbulence simulations		07/27/2009
J. Schumacher, K. R. Sreenivasan and V. Yakhot New J. Phys. 9, 89 (2007) Asymptotic exponents from low-Reynolds-number flows		07/27/2009
Bailey, S. C. C., Hultmark, M., Schumacher, J., Yakhot, V. and Smits, A. J. Phys. Rev. Lett. 103, 014502 (2009) Measurement of local dissipation scales in turbulent pipe flow		07/27/2009
Balasubramanya T. Nadiga and Benjamin P. Luce J. Phys. Oceanogr. 31, 2669 (2001) Global bifurcation of Shilnikov type in a double-gyre ocean model		07/27/2009
Lukaschuk, S. N. and L'vov, V. S. and Predtechensky, A. A. and Chernykh, A. I. Laminar-turbulent transition, IUTAM Symposium, Novosibirsk, 1455 (1985) On the effective space of circular Couette flow and the structure of its attractors		07/27/2009
Handbook of Experimental Fluids (2007) Chapter 12. Wall-bounded flows		2009-04-1
T. Itano and S. C. Generalis Phys. Rev. Lett. 102, 114501 (2009) Hairpin Vortex Solution in Planar Couette Flow: A Tapestry of Knotted Vortices		2009-04-1
U. Ascher, S. Ruuth, B. Wetton SIAM J. Num. Anal. 32 , 797--823 (1995) Implicit-explicit methods for time-dependent partial differential equations		2008-04-29
N. Aubry, P. Holmes, J. L. Lumley, E. Stone J. Fluid Mech. 192 , 115--173 (1988) The dynamics of coherent structures in the wall region of turbulent boundary layer		2008-04-29
K. H. Bech, N. Tillmark, P. H. Alfredsson, H. I. Andersson J. Fluid Mech. 286 , 291--325 (1995) An investigation of turbulent plane Couette flow at low Reynolds numbers		2008-04-29
S. Berlin and A. Lundbladh and D. Henningson Phys. Fluids 6 (6) , 1949--1951 (1994) Spatial simulations of oblique transition in a boundary layer		2008-04-29
F. Christiansen, P. Cvitanovic, V. Putkaradze Nonlinearity 10 , 55--70 (1997) Spatio-temporal chaos in terms of unstable recurrent patterns		2008-04-29
R. M. Clever and F. H. Busse J. Fluid Mech. 234 , 511--527 (1992) Three-dimensional convection in a horizontal layer subjected to constant shear		2008-04-29
R. M. Clever and F. H. Busse J. Fluid Mech. 344 , 137--153 (1997) Tertiary and quaternary solutions for plane Couette flow		2008-04-29
Y. Duguet, A.P. Willis, and R.R. Kerswell arXiv:0711.2175 ; J Fluid Mechanics (2007) Transition in pipe flow: the saddle structure on the boundary of turbulence		2008-04-29
H. Faisst and B. Eckhardt Phys. Rev. E 61 (6) , 7227--7230 (2000) Transition from Couette-Taylor system to plane Couette system		2008-04-29
H. Faisst and B. Eckhardt Phys. Rev. Lett. 91 , 224502 (2003) Traveling waves in pipe flow		2008-04-29
J. Frank, W. Hundsdorfer, and J.G. Verwer Appl. Num. Math. 25 , 193--205 (1997) On the stability of implicit-explicit linear multistep methods		2008-04-29
J. M. Hamilton, J. Kim, and F. Waleffe J. Fluid Mech. 287 , 317--348 (1995) Regeneration mechanisms of near-wall turbulence structures		2008-04-29
D. Henningson and S. Reddy Phys. Fluids 6 (3) , 1396--1398 (1994) On the role of linear mechanisims in transition to turbulence		2008-04-29
J. Jeong, F. Hussain, W. Schoppa, and J. Kim J. Fluid Mech. 332 , 185--214 (1997) Coherent structures near the wall in a turbulent boundary layer		2008-04-29
J. Jimenez and M. Simens J. Fluid Mech. 435 , 81--91 (2001) Low-dimensional dynamics of a turbulent wall flow		2008-04-29
J. Jimenez, G. Kawahara, M. P. Simens, M. Nagata, and M. Shiba Phys. Fluids 17 , 015105 (2005) Characterization of near-wall turbulence in terms of equilibrium and bursting solutions		2008-04-29
G. Kawahara and S. Kida J. Fluid Mech. 449 , 291--300 (2001) Periodic motion embedded in Plane Couette turbulence: regeneration cycle and burst		2008-04-29
J. Kim, P. Moin, and R. Moser J. Fluid Mech. 177 , 133-166 (1987) Turbulence statistics in fully developed channel flow at low Reynolds number		2008-04-29
S. J. Kline, W. C. Reynolds, F. A. Schraub, and P. W. Rundstadler J. Fluid Mech. 30 , 741--773 (1967) The structure of turbulent boundary layers		2008-04-29
W. Li and M.D. Graham Phys. Fluids 19 , 083101 (2007) Polymer induced drag reduction in exact coherent structures of plane Poiseuille flow		2008-04-29
J.M. Lopez and F. Marques Physica D 211 , 168--191 (2005) Finite aspect ratio Taylor-Couette flow: Shil'nikov dynamics of 2-tori		2008-04-29
A. Meseguer and F. Mellibovsky Appl. Num. Math. 57 , 920--938 (2007) On a solenoidal Fourier-Chebyshev spectral method for stability analysis of the Hagen-Poiseuille flow		2008-04-29
Periodic Orbits and Chaotic Sets in a Low-Dimensional Model for Shear Flows SIAM J. Appl. Dyn. Sys. 4 , 352--376 (2005) Periodic Orbits and Chaotic Sets in a Low-Dimensional Model for Shear Flows		2008-04-29
R. Moser, J. Kim, and N.N. Mansour Phys. Fluids 11 (4) , 943--946 (1999) Direct numerical simulation of turbulent channel flow up to Re_\tau = 590		2008-04-29
M. Nagata J. Fluid Mech. 217 , 519--527 (1990) Three-dimensional finite-amplitude solutions in plane Couette flow: bifurcation from infinity		2008-04-29
M. Nagata Phys. Rev. E 55 (2) , 2023--2025 (1997) Three-dimensional traveling-wave solutions in plane Couette flow		2008-04-29
S. K. Robinson Ann. Rev. of Fluid Mech. 23 , 601--639 (1991) Coherent motions in the turbulent boundary layer		2008-04-29
S. K. Robinson NASA Tech. Report. 103859 , 1--492 (1991) The Kinematics of turbulent boundary layer structure		2008-04-29
A. Schmiegel and B. Eckhardt Phys. Rev. Lett. 79 , 5250 (1997) Fractal stability border in plane Couette flow		2008-04-29
T. M. Schneider, B. Eckhardt, and J. Yorke Phys. Rev. Lett. 99 , 034502 (2007) Turbulence, transition, and the edge of chaos in pipe flow		2008-04-29
J. D. Skufca, J. A. Yorke, and B. Eckhardt Phys. Rev. Lett. 96 , 174101 (2006) Edge of Chaos in a Parallel Shear Flow		2008-04-29
H.L. Swinney Physica D 7 , 3--15 (1983) Observations of order and chaos in nonlinear systems		2008-04-29
S. Toh and T. Itano J. Fluid Mech. v , pp (2000) A periodic-like solution in channel flow		2008-04-29
D. Viswanath In "Mathematics and Computation, a Contemporary View. The Abel Symposium 2006" Springer-Verlag. , (2006) The dynamics of transition to turbulence in plane Couette flow		2008-04-29
D. Viswanath J. Fluid Mech. 580 , 339--358 (2007) Recurrent motions within plane Couette turbulence		2008-04-29
On a self-sustaining process in shear flows Phys. Fluids 9 , 883--900 (1997) On a self-sustaining process in shear flows		2008-04-29
F. Waleffe J. Fluid Mech. 435 , 93--102 (2001) Exact coherent structures in channel flow		2008-04-29
F. Waleffe "Proceedings of the International Symposium on ``Dynamics and Statistics of Coherent Structures in Turbulence: Roles of Elementary Vortices'' , 115--128 (2002) Exact coherent structures and their instabilities: Toward a dynamical-system theory of shear turbulence		2008-04-29
F. Waleffe Phys. Fluids 15 , 1517--1543 (2003) Homotopy of exact coherent structures in plane shear flow		2008-04-29
J. Wang, J. F. Gibson, and F. Waleffe Phys. Rev. Lett. 98 (20) , 15 May 2007 Lower branch coherent states in shear flows: transition and control		2008-04-29
H. Wedin and R. R. Kerswell J. Fluid Mech. v , pp (2000) Exact coherent structures in pipe flow: traveling wave solutions		2008-04-29
A. Willis and R. R. Kerswell http://arxiv.org/abs/0712.2739 (2008) Turbulent dynamics of pipe flow captured in a reduced model: puff relaminarization and localized `edge' states		2008-04-29
J. Sanchez and M. Net and B. Garcia-Archilla and C. Simo J. Comput. Physics 201, 13-33 (2004) Newton-Krylov continuation of periodic orbits for Navier-Stokes flows		4/27/2008
A. Schmiegel Transition to turbulence in linearly stable shear flows Philipps-Universitat Marburg PhD Thesis (1999)		4/27/2008
Osborne Reynolds An Experimental Investigation of the Circumstances Which Determine Whether the Motion of Water Shall Be Direct or Sinuous, and of the Law of Resistance in Parallel Channels Proc. Roy. Soc. Lond. Ser A (1883)		01/10/2008
Osborne Reynolds On the dynamical theory of incompressible viscous flows and the determination of the criterion Proc. Roy. Soc. Lond. Ser A (1895)		01/10/2008
X. Leoncini, O. Agullo, M. Muraglia, and C. Chandre From chaos of lines to Lagrangian structures in flux conservative fields Eur. Phys. J. B 53, 351360 (2006)		03/14/2008
B. Eckhardt Turbulence transition in pipe flow: some open questions Nonlinearity (2008)		01/06/2005
Emmanuelle GOUILLART Etude de ladvection chaotique dans des melangeurs `a tiges, en ecoulements ouverts et fermes PhD thesis on mixing, in English (2007)		01/06/2005
Mathur, Haller, Peacock, Ruppert-Felsot, and Swinney, Uncovering the Lagrangian Skeleton of Turbulence Phys. Rev. Lett. 98, 144502 (2007)		12/14/2007
Tobias M. Schneider, Bruno Eckhardt, and Jurgen Vollmer, Statistical analysis of coherent structures in transitional pipe flow, Phys. Rev. E 75, (2007)		06/14/2007
A mathematical example displaying features of turbulence E. Hopf Commun. Appl. Math. 1 (1948), 303-322.		02/14/2006
PhysToday, PipeTurbulence		03/07/2004
Woods Hole seminar, exact coherent structures F. Waleffe		08/06/2005
Spherical car - how many Mach? C. Doering		05/14/2005
SIAM DS05 plenary talk C. Doering		05/14/2005
Turbulence in a pipe - review R.R. Kerswell Nonlinearity 2005		03/14/2005
BEshearflow_dyn.pdf		05/06/2004
Moehlis, Feist and Eckhardt A low-dimensional model for turbulent shear flows		01/06/2005
On a Proof by Petrov of the Stability of Plane Couette Flow and Plane Poiseuille Flow, A. P. Gallagher SIAM J. Appl. Math. 17		1969
Eyink and Srinivasan on Onsager RMP 2005		10/06/2004
Busse, Science 305, 1574		09/12/2004
Hof et al., Science 305, 1594		09/12/2004
HolmesCouette02.pdf		05/17/2004
HolmesCouette03.pdf		05/17/2004
JohnstonExplPress.pdf		03/27/2004
S. Ansumali, I. V. Karlin and H. C. Ottinger Thermodynamic theory of incompressible hydrodynamics arXiv:cond-mat/0405555		02/02/2005
Continuum Mechanics in Physics Education, Jerry Gollub Physics Today		Dec 2003
Let's Revive the Study of Fluids, Ben J. Korgen Physics Today		Nov 2004

PDE's

P. J. Morrison and J. D. Meiss and J. R. Cary Physica D 11, 324--336 (1984) Scattering of regularized-long-wave solitary waves		08/16/2008
Johnson, Jolly & Kevrekidis Int. J. Bifur. Chaos 11, 1-18 (2001) The Oseberg transition: visualization of global bifurcations for the Kuramoto-Sivashinsky equation		04/28/2008
Brown and Kevrekidis (1996) Modulated traveling waves for the Kuramoto-Sivashinsky equation		12/04/2006
Giacomelli and Otto (2005) New bounds for the Kuramoto-Sivashinsky equation		04/12/2007
A Cheskidov, C Foias - Physica D, 2001 On the non-homogeneous stationary KuramotoSivashinsky equation		04/12/2007
Michelson (1986) Steady solutions of the Kuramoto-Sivashinsky equation		12/04/2006
Greene and Kim (1988) The steady states of the Kuramoto-Sivashinsky equation		12/04/2006
Tsvelodub and Trifonov (1989) On steady state travelling solutions of an evolution equation describing the behaviour of disturbances in active dissipative media		12/04/2006
Kevrekidis, Nicolaenko and Scovel (1990) Back in the Saddle Again: A Computer Assisted Study of the Kuramoto-Sivashinsky Equation		02/28/2007
Krupa (1990) Bifurcations of Relative Equilibria		27/09/2007

Flows, dynamical systems

A. Pikovsky Lyapunov analysis from theory to geophysical applications, www.iscpif.fr An introduction to Lyapunov analysis		10/26/2009
F. Ginelli Lyapunov analysis from theory to geophysical applications, www.iscpif.fr Characterizing dynamics with covariant Lyapunov vectors		10/26/2009
A. Trevisan and O. Talagrand Lyapunov analysis from theory to geophysical applications, www.iscpif.fr On the existence of an optimal subspace dimension for 4DVar		10/26/2009
Wolfe, C. L. and Samelson, R. M. Tellus A 59, 355--366 (2007) An efficient method for recovering Lyapunov vectors from singular vectors		10/15/2009
Kalnay, E. and Corazza, M. and Cai, M. EGS XXVII General Assembly, Nice (21-26 April 2002) Are bred vectors the same as Lyapunov vectors?		10/15/2009
Trevisan, A. and Pancotti, F. J. Atmos. Sci. 55, 390 (1998) Periodic orbits, Lyapunov vectors, and singular vectors in the Lorenz system		10/15/2009
D. Pazo and I. G. Szendro and J. M. Lopez and M. A. Rodriguez Phys. Rev. E 78, 016209 (2008) Structure of characteristic Lyapunov vectors in spatiotemporal chaos		10/15/2009

Noise

OnsagMachlup53a.pdf		02/16/2004
OnsagMachlup53b.pdf		02/16/2004
Julien Tailleuer Grandes deviations, physique statistique et systemes dynamiques PhD Thesis with J. Kurchan, in French (Nov 2007)		02/16/2004
H.C. Fogedby and M.H. Jensen "Weak noise approach to the logistic map", J. Stat. Phys. (2005)		11/10/2004
H.C. Fogedby "Localized growth modes, dynamic textures, and upper critical dimension for the Kardar-Parisi-Zhang eq.", Letter (2005)		11/10/2004
Fox "Fokker-Planck" (1986)		02/18/2004
Takada ref to Hermite polynomials and noise (2001)		02/18/2004
Visserspade Effective action for stochastic PDEs		02/21/2004

Renormalization

Teaching the renormalization group H.J. Maris and L.P. Kadanoff, Am. J. Phys., 46, 652 (1978)		09/01/2006
S. N. Coppersmith A simpler derivation of Feigenbaum's renormalization group equation, Am. J. Phys., 67, 52 (1999).		09/01/2006

Fractals

Jackson Pollock - Fractals, New York Times		12/02/2006
Prellberg 2002		10/06/2004
Prellberg Dissertaion		10/06/2004
Prellberg Slawny 1992		10/06/2004
Dodds thesis, Farey map		10/06/2004
Dodds thesis, thermodynamic formalism		10/06/2004
Circle map metal means renormalization, M. Yampolinsky		10/06/2004

Group theory

R. G. Littlejohn and M. Reinsch Rev. Mod. Phys. 69, 213--275 (1997) Gauge fields in the separation of rotations and internal motions in the n-body problem		03/05/2010
G. Haller and I. Mezic Nonlinearity 11, 319--339 (1999) Reduction of three-dimensional, volume-preserving flows with symmetry		01/01/2010
V. N. Biktashev, A. V. Holden and E. V. Nikolaev Int. J. Bifur. Chaos 6, 2433--2440 (1996) Spiral wave meander and symmetry of the plane		12/12/2009
Israel Kleiner The Evolution of Group Theory: A Brief Survey Mathematics Magazine 59 (1986), pp. 195-215.		02/20/2008
Michael Field Dynamics and Symmetry, 400 pages on equvariance - tough going but possibly rewarding		08/08/200l
J.-Q. Chen, J. Ping and F. Wang Group Representation Theory for Physicists, Sect 5.2 Lie groups		02/27/2008
M. Tinkham Group Theory, Chapter 2 Abstract Group Theory		01/08/2007
B. Lahme and R. Miranda KarhunenLo`eve Decomposition in the Presence of SymmetryPart I, IEEE TRANSACTIONS ON IMAGE PROCESSING 8, 1183		1999
R. Miranda and E. Stone The proto-Lorenz system, Phys. Let. A 178, 105		1993
Robert Gilmore and Christophe Letellier The Symmetry of Chaos (Oxford U Press) -- 102MB (!)		2007
C. Letellier and R. Gilmore Covering dynamical systems: Two-fold covers, Phys. Rev. E 63, 016206		2001
S C Creagh et al Semiclassical Trace Formulas in the Presence of Continuous Symmetries, Phys. Rev. A 44, 836		1991
S C Creagh et al "Semiclassical trace formulae for systems with non-Abelian symmetry", Phys. A 25 1643-1669		1992
S C Creagh Semiclassical mechanics of symmetry reduction, J. Phys. A: Math. Gen. 26 95-118		1993
S. Pal and D. Biswas Symmetry reduction and semiclassical analysis of axially symmetric systems, Phys. Rev. E 57, 1475		1998
R. Cassanas "Reduced Gutzwiller formula with symmetry: Case of a finite group", J. Math. Phys. 47, 042102 (2006); math-ph/0506063		2005
R. Cassanas "Reduced Gutzwiller formula with symmetry: Case of a Lie group", math-ph/0509014 (Creagh93 mathematized beyond recongnition)		2005
V. Guillemin and A. Uribe "Circular symmetry and the trace formula", Proc. Natl Acad. Sci. 84, 7799 (1987); Invent. Math. 96, 385 (1989); J. Diff. Geom. 32, 315 (1990).		1990
A. Chenciner "Symmetries and `simple' solutions of the classical $N$-body problem", in Proceedings ICMP03		2003
W.G. Harter "Algebraic Theory of Ray Representations of Finite Groups," J. Math. Phys. 10, 739-752 (1969) the next paper seems more interesting as far as construction of projection operators goes		1969
W.G. Harter and N. Dos Santos "Double-group theory on the half-shell and the two-level system. I. Rotation and half-integral spin states,", Am. J. Phys. 46, 251 (1978) In the appendices Harter summarizes clearly projections operators and their relation to characters for fintie groups		1978
Jack Hall "Character theory of compact Lie groups", (thesis, Mathematics, U. of New South Wales)		11/01/2004
D. Armbruster, J. Guckenheimer, P. Holmes "Heteroclinic cycles and modulated travelling waves in systems with O(2) symmetry," Physica D 29, 257 (1988)		11/25/08
D. Armbruster, J. Guckenheimer, P. Holmes "Kuramoto-Sivashinsky Dynamics on the Center-Unstable manifold," SIAM J. Appl. Math. 49, 676 (1989)		11/25/08

Field theory

Srednicki Quantum Field Theory, (textbook, Cambridge U Press 2006)		2006
A. Zee Attraction/repulsion from free field action, (textbook excerpts)		03/01/2005
W. Greiner Dirac equation, (textbook excerpts)		03/21/2005
A. Zee "Electron Magnetic Moment", (textbook excerpts)		04/06/2005
A. Zee Large N theories, (textbook excerpts)		05/02/2005

Quantum Mechanics

VanVleck28.pdf		02/16/2004
WignerDelay55.pdf		03/21/2002
SmithDelay60.pdf		03/21/2002

Partially hyperbolic tori

[1]

S. V. Bolotin and D. V. Treschev. Remarks on the definition of hyperbolic tori of hamiltonian systems. Regular and Chaotic Dynamics, 5(4):401-412, 2000.

[missing]

H. T. Kook and J. D. Meiss. Periodic-orbits for reversible, symplectic mappings. Phys. D, 35(1-2):65-86, 1989.

[3]

P. Lochak. Hamiltonian perturbation theory: Periodic orbits, resonances and intermittency. Nonlinearity, 6:885-904, 1993.

[4]

R. S. MacKay and J. D. Meiss. Cantori for symplectic maps near the anti-integrable limit. Nonlinearity, 5:149-160, 1992.

[5]

J. D. Meiss. Symplectic maps, variational principles, and transport. Rev. Mod. Phys., 64(3):795-848, 1992.

[6]

J. Pöschel. On elliptic lower dimensional tori in hamiltonian systems. Math. Zei., 202(4):559, 1989.

[missing]

D. V. Treschev. The mechanism of destruction of resonance tori of hamiltonian systems. Math. USSR Sbornik, 68(1):181-203, 1991.

[missing]

D. V. Treschev. Hyperbolic tori and asymptotic surfaces in hamiltonian systems. Russian J. of Math. Physics, 1:93-110, 1994.

[pdf]

D. V. Treschev. Evolution of slow variables in a priori unstable Hamiltonian systems. SomeArchive171942, 2002?

Whatever

MezicKoopman04.pdf		06/16/2004
MezicKoopmanFeb2304.pdf		03/31/2004
Hinrichs et al (1998) On the modelling of friction oscillators		03/24/2004
schmelcher.pdf		05/25/2004
Muratore Physics Report - Trace Formula
Zworski Zeta		05/25/2004
Masuo Suzuki "General theory of fractal path integrals with applications to many-body theories and statistical physics ", J. Math. Phys. 32, 400 (1991)
Lyapunov instability in a system of hard disks in equilibrium and nonequilibrium steady states, Ch. Dellago et al.		12/22/2004
Relativistic Chaos is Coordinate Invariant Adilson E. Motter Phys. Rev. Lett. 91, 231101 (2003)		05/06/2004