Max Planck Institute for Dynamics and Self-Organization -- Department for Nonlinear Dynamics and Network Dynamics Group
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Selected Publications

Optogenetic stimulation effectively enhances intrinsically generated network synchrony
A. El Hady, G. Afshar, K. Bröking, O. Schlüter, T. Geisel, W. Stühmer, and F. Wolf (2013)
Front. Neural Circuits 7:1-15.
doi:10.3389/fncir.2013.00167
Dynamic Effective Connectivity of Inter-Areal Brain Circuits
D. Battaglia, A. Witt, F. Wolf, and T. Geisel (2012)
PLoS Comput. Biol. 8(3):e1002438.
Musical rhythms: The science of being slightly off
H. Hennig, R. Fleischmann, and T. Geisel (2012)
Physics Today 65:64-65.
Immer haarscharf daneben
H. Hennig, R. Fleischmann, and T. Geisel (2012)
Spektrum der Wissenschaft 9:16-20.
Model-Free Reconstruction of Excitatory Neuronal Connectivity from Calcium Imaging Signals
O. Stetter, D. Battaglia, J. Soriano, and T. Geisel (2012)
PLoS Comput Biol 8(8):e1002653.
The nature and perception of fluctuations in human musical rhythms
H. Hennig, R. Fleischmann, A. Fredebohm, Y. Hagmayer, J. Nagler, A. Witt, F. Theis, and T. Geisel (2011)
PLoS One 6(10):e26457.
Spike correlations - what can they tell about synchrony?
T. Tchumatchenko, T. Geisel, M. Volgushev, and F. Wolf (2011)
Frontiers in Neuroscience 5(68):doi: 10.3389/fnins.2011.00068.
Recurrent host mobility in spatial epidemics: beyond reaction-diffusion
V. Belik, T. Geisel, and D. Brockmann (2011)
Eur. Phys. J. B 84(4):579--587.
Natural Human Mobility Patterns and Spatial Spread of Infectious Diseases
V. Belik, T. Geisel, and D. Brockmann (2011)
PHYSICAL REVIEW X 1(011001):1--5.
Universal Statistics of Branched Flows
J.J. Metzger, R. Fleischmann, and T. Geisel (2010)
Phys. Rev. Lett. 105(2):020601.
Correlations and synchrony in threshold neuron models
T. Tchumatchenko, A. Malyshev, T. Geisel, M. Volgushev, and F. Wolf (2010)
Phys. Rev. Lett. 104(5).
Signatures of synchrony in pairwise count correlations
T. Tchumatchenko, T. Geisel, M. Volgushev, and F. Wolf (2010)
Front. Comput. Neurosci. doi:10.3389/neuro.10.001.2010.
Phase transitions towards criticality in a neural system with adaptive interactions
A. Levina, J.M. Herrmann, and T. Geisel (2009)
Phys. Rev. Lett. 102(11):118110.
Sequential Desynchronization in Networks of Spiking Neurons with Partial Reset
C. Kirst, T. Geisel, and M. Timme (2009)
Phys. Rev. Lett. 102:068101.
Editors Suggestion at Physical Review Letters + Free to Read
Avalanches of Bose-Einstein Condensates in Leaking Optical Lattices
G.S. Ng, H. Hennig, R. Fleischmann, T. Kottos, and T. Geisel (2009)
New J. Phys. 11:073045.
Wave-packet dynamics in energy space of a chaotic trimeric Bose-Hubbard system
M. Hiller, T. Kottos, and T. Geisel (2009)
Phys. Rev. A 79:023621.
Logic gates come to life
F. Wolf, and T. Geisel (2008)
Nature Physics 4:905--906.
Seuchen und Reisen - Neue Modelle zur Vorhersage von Epidemien in einer globalisierten Welt
T. Geisel, and D. Brockmann (2008)
In: Natur und Migration, edited by Harald zur Hausen. Nova Acta Leopoldina 97, Nr. 358, pages 31--40.
Dynamical synapses causing self-organized criticality in neural networks
A. Levina, J.M. Herrmann, and T. Geisel (2007)
Nature Physics 3:857-860.
Fractal conductance fluctuations of classical origin
H. Hennig, R. Fleischmann, L. Hufnagel, and T. Geisel (2007)
Physical Review E 76:015202.
The scaling laws of human travel
D. Brockmann, L. Hufnagel, and T. Geisel (2006)
Nature 439:462-465.
Faculty of 1000: Rated No. 1 in Top 10 most viewed, Feb. 2006
Wavepacket dynamics, quantum reversibility, and random matrix theory
M. Hiller, D. Cohen, T. Geisel, and T. Kottos (2006)
Annals of Physics 321:1025-1062.
Complexity in parametric Bose-Hubbard Hamiltonians and structural analysis of eigenstates
M. Hiller, T. Kottos, and T. Geisel (2006)
Physical Review A, Rapid Communication 73:061604(R).

Physics

Discriminating the effects of spatial extent and population size in cyclic competition among species
D. Lamouroux, S. Eule, T. Geisel, and J. Nagler (2012)
Phys. Rev. E 86:021911.
How branching can change the conductance of ballistic semiconductor devices
D. Maryenko, J.J. Metzger, R. Fleischmann, T. Geisel, V. Umansky, F. Ospald, K. v. Klitzing, and J. Smet (2012)
Phys. Rev. B 85:195329.
Recurrent host mobility in spatial epidemics: beyond reaction-diffusion
V. Belik, T. Geisel, and D. Brockmann (2011)
Eur. Phys. J. B 84(4):579--587.
Natural Human Mobility Patterns and Spatial Spread of Infectious Diseases
V. Belik, T. Geisel, and D. Brockmann (2011)
PHYSICAL REVIEW X 1(011001):1--5.
Seuchen und Reisen - Neue Modelle zur Vorhersage von Epidemien in einer globalisierten Welt
T. Geisel, and D. Brockmann (2008)
In: Natur und Migration, edited by Harald zur Hausen. Nova Acta Leopoldina 97, Nr. 358, pages 31--40.

Nonlinear Dynamics in Semiconductor Nanostructures

Shot noise in Chaotic Cavities from Action Correlations
H. Schanz, M. Puhlmann, and T. Geisel (2003)
PRL 91:134101.
Mesoscopic Rectifiers based on Ballistic Transport
R. Fleischmann, and T. Geisel (2002)
Phys. Rev. Lett. 89(1):016804.
Composite fermions in magnetic focusing and commensurability experiments
J.H. Smet, D. Weiss, K.v. Klitzing, R. Fleischmann, R. Ketzmerick, T. Geisel, W. Wegscheider, P.T. Coleridge, Z.W. Wasilewski, and G. Weimann (1998)
Physica B 249:15.
Enhanced soft-wall effects for composite fermions in magnetic focusing and commensurability experiments
J.H. Smet, D. Weiss, K.v. Klitzing, R. Fleischmann, R. Ketzmerick, T. Geisel, W. Wegscheider, P.T. Coleridge, Z.W. Wasilewski, and G. Weimann (1997)
Physica E 1:153–159.
Magnetic focusing of composite fermions through arrays of cavities
J.H. Smet, D. Weiss, R.H. Blick, G. Lütjering, K.v. Klitzing, R. Fleischmann, R. Ketzmerick, T. Geisel, and G. Weimann (1996)
Phys. Rev. Lett. 77:2272.
Evidence for quasi-classical transport of composite fermions in an inhomogeneous effective magnetic field
J.H. Smet, R. Fleischmann, D. Weiss, R. Ketzmerick, R.H. Blick, G. Lütjering, K.v. Klitzing, T. Geisel, and G. Weimann (1996)
Semicond. Sci. Technol. 11:1482.
Nonlinear dynamics of composite fermions in nanostructures
R. Fleischmann, T. Geisel, C. Holzknecht, and R. Ketzmerick (1996)
EPL 36:167.
Cyclotron-resonance anomalies in an antidot array measured by microwave photoconductivity
E. Vasiliadou, R. Fleischmann, D. Weiss, D. Heitmann, K.v. Klitzing, T. Geisel, R. Bergmann, H. Schweizer, and C.T. Foxon (1995)
Phys. Rev. B. 52:R8659.
Quenched and negative Hall effect in periodic media: application to antidot superlattices
R. Fleischmann, T. Geisel, and R. Ketzmerick (1994)
EPL 25:219.
Chaos and anomalous diffusion of ballistic electrons in lateral surface superlattices
J. Wagenhuber, T. Geisel, P. Niebauer, and G. Obermair (1992)
Phys. Rev. B. 45:4372.
Magnetoresistance due to chaos and nonlinear resonances in lateral surface superlattices
R. Fleischmann, T. Geisel, and R. Ketzmerick (1992)
Phys. Rev. Lett. 68:1367.
Classical Hall plateaus in ballistic microjunctions
T. Geisel, R. Ketzmerick, and O. Schedletzky (1992)
Phys. Rev. Lett. 69:1680.
Hamiltonian chaos in lateral surface superlattices
T. Geisel, and J. Wagenhuber (1991)
In: Quantum Coherence in Mesoscopic Systems, edited by B. Kramer. Plenum Press, New York, pages 617.
Chaotic dynamics of ballistic electrons in lateral superlattices and magnetic fields
J. Wagenhuber, P. Niebauer, T. Geisel, and G. Obermair (1990)
Phys. Rev. Lett. 64:1581.

Reviews

Quantum Chaos in Extended Systems: Spreading Wave Packets and Avoided Band Crossings
T. Geisel, R. Ketzmerick, and K. Kruse (2000)
In: New Directions in Quantum Chaos, Proceedings of Enrico Fermi School, edited by G. Casati and I. Guarneri and U. Smilansky, IOS Press, Amsterdam, pages 101.
Chaos und fraktale Energiespektren in Antidot-Gittern
R. Fleischmann, T. Geisel, R. Ketzmerick, and G. Petschel (1995)
Physikalische Blätter 51:177.
Lévy walks in chaotic systems: Useful formulas and recent applications
T. Geisel (1995)
In: Lévy Flights and Related Phenomena in Physics, edited by G. M. Zaslavsky. Springer Verlag.
Unbounded quantum diffusion and fractal spectra.
T. Geisel, R. Ketzmerick, and G. Petschel (1995)
In: Quantum Chaos - Between Order and Disorder, edited by G. Casati and B. V. Chirikov. Cambridge University Press, Cambridge, pages 633.
Chaotic transport and fractal spectra in lateral superlattices
R. Fleischmann, T. Geisel, R. Ketzmerick, and G. Petschel (1994)
Semicond. Sci. Technol. 9:1902.
Ballistic electrons and Hamiltonian chaos in semiconductor microstructures
T. Geisel (1992)
In: Nonlinear Dynamics in Solids, edited by H. Thomas. Springer Verlag, Berlin.

Dynamics and Statistical Mechanics of Complex Systems

Statistics of Extreme Waves in Random Media
J.J. Metzger, R. Fleischmann, and T. Geisel (2013)
arXiv:1311.4578.
Intensity fluctuations of waves in random media: What is the semiclassical limit?
J.J. Metzger, R. Fleischmann, and T. Geisel (2013)
Phys. Rev. Lett. 111:013901.
Area and perimeter covered by anomalous diffusion processes
M. Lukovic, T. Geisel, and S. Eule (2013)
New J. Phys. 15:063034.
Langevin description of superdiffusive Levy processes
S. Eule, V. Zaburdaev, R. Friedrich, and T. Geisel (2012)
Phys. Rev. E 86(041134).
The nature and perception of fluctuations in human musical rhythms
H. Hennig, R. Fleischmann, A. Fredebohm, Y. Hagmayer, J. Nagler, A. Witt, F. Theis, and T. Geisel (2011)
PLoS One 6(10):e26457.
Heat transport in active harmonic chains
M.C. Zheng, F.M. Ellis, T. Kottos, R. Fleischmann, T. Geisel, and T. Prosen (2011)
Phys. Rev. E 84(2):021119.
Universal Statistics of Branched Flows
J.J. Metzger, R. Fleischmann, and T. Geisel (2010)
Phys. Rev. Lett. 105(2):020601.
Universal Statistics of Branched Flows
J.J. Metzger, R. Fleischmann, and T. Geisel (2010)
In: . EDP Sciences, pages 01018.
The scaling laws of human travel
D. Brockmann, L. Hufnagel, and T. Geisel (2006)
Nature 439:462-465.
Faculty of 1000: Rated No. 1 in Top 10 most viewed, Feb. 2006
Dynamics of Modern Epidemics
D. Brockmann, L. Hufnagel, and T. Geisel (2005)
In: SARS: A Case Study in Emerging Infections, edited by A. McLean and R. May and J. Pattison and R. Weiss. Oxford University Press.
Forecast and Control of epidemics in a globalized world
L. Hufnagel, D. Brockmann, and T. Geisel (2004)
PNAS 101:15124–15129.
Particle Dispersion on Rapidly Folding Random Hetero-Polymers
D. Brockmann, and T. Geisel (2003)
Phys. Rev. Lett. 91:048303.
Lévy Flights in Inhomogeneous Media
D. Brockmann, and T. Geisel (2003)
Phys. Rev. Lett. 90:170601.
Unstable attractors induce perpetual synchronization and desynchronization
M. Timme, F. Wolf, and T. Geisel (2003)
Chaos 13:377–387.

Nonlinear Dynamics and Quantum Chaos - General

Beyond mean-field dynamics in open Bose-Hubbard chains
D. Witthaut, F. Trimborn, H. Hennig, G. Kordas, T. Geisel, and S. Wimberger (2011)
Phys. Rev. A 83:063608.
Decay of a Bose-Einstein condensate in a dissipative lattice - the mean-field approximation and beyond
F. Trimborn, D. Witthaut, H. Hennig, G. Kordas, T. Geisel, and S. Wimberger (2011)
Eur. Phys. J. D. 63(1):63-71.
Avalanches of Bose-Einstein Condensates in Leaking Optical Lattices
G.S. Ng, H. Hennig, R. Fleischmann, T. Kottos, and T. Geisel (2009)
New J. Phys. 11:073045.
Wave-packet dynamics in energy space of a chaotic trimeric Bose-Hubbard system
M. Hiller, T. Kottos, and T. Geisel (2009)
Phys. Rev. A 79:023621.
Fractal conductance fluctuations of classical origin
H. Hennig, R. Fleischmann, L. Hufnagel, and T. Geisel (2007)
Physical Review E 76:015202.
Wavepacket dynamics, quantum reversibility, and random matrix theory
M. Hiller, D. Cohen, T. Geisel, and T. Kottos (2006)
Annals of Physics 321:1025-1062.
Complexity in parametric Bose-Hubbard Hamiltonians and structural analysis of eigenstates
M. Hiller, T. Kottos, and T. Geisel (2006)
Physical Review A, Rapid Communication 73:061604(R).
Quantum decay of an open chaotic system: A semiclassical approach
M. Puhlmann, H. Schanz, T. Kottos, and T. Geisel (2005)
EPL 69:313-319.
Quantum Reversibility: Is there an Echo
M. Hiller, T. Kottos, D. Cohen, and T. Geisel (2004)
PRL 92:010402.
Fingerprints of classical diffusion in open 2D mesoscopic systems in the metallic regime
A. Ossipov, T. Kottos, and T. Geisel (2003)
EPL 62:719-725.
Signatures of Prelocalized States in Classically Chaotic Systems
A. Ossipov, T. Kottos, and T. Geisel (2002)
PRE 65(5):055209(R).
Quantum mechanical relaxation of open quasiperiodic systems
A. Ossipov, M. Weiss, T. Kottos, and T. Geisel (2001)
Phys. Rev. B 64:224210.
Taming chaos by impurities in two-dimensional oscillator arrays
M. Weiss, T. Kottos, and T. Geisel (2001)
Phys. Rev. E 63:056211.
Spreading and localization of wavepackets in disordered wires in a magnetic field
M. Weiss, T. Kottos, and T. Geisel (2001)
Phys. Rev. B 63:R81306.
Level fluctuations in quantum systems with multifractal eigenstates
J.X. Zhong, and T. Geisel (1998)
Phys. Rev. E 59(4).
Scaling behavior of the maximum energy exchange between coupled anharmonic oscillators
T. Geisel, T. Eisenhammer, A. Hubler, and E. Luscher (1990)
Phys. Rev. A. 41:3332.
Long-time tails and 1/f-noise in nonintegrable Hamiltonian systems
T. Geisel (1989)
In: Singular Behaviour and Nonlinear Dynamics, edited by St. Pnevmatikos and T. Bountis and Sp. Pnevmatikos. World Scientific, Singapore, pages 87.
Nonlinear phenomena associated with cantori in classical and quantum systems
T. Geisel, and G. Radons (1989)
Physica Scripta 40:340.
Classical chaos versus quantum dynamics: KAM-tori and cantori as dynamical barriers
G. Radons, T. Geisel, and J. Rubner (1988)
In: Lasers, Molecules, and Methods, edited by J. O. Hirschfelder and R. E. Wyatt and and R. D. Coalson. Adv. Chem. Phys., pages 891.
A generic mechanism of 1/f-noise in conservative chaotic systems
T. Geisel (1988)
In: Synergetics, Order and Chaos, edited by M. G. Velarde. World Scientific, Singapore, pages 601.
Chaotic diffusion and 1/f-noise of particles in two-dimensional solids
T. Geisel, A. Zacherl, and G. Radons (1988)
Zeitschrift für Physik 71:117.

Fast Ion Conductors

Neutron scattering in superionic conductors
T. Geisel, G. Radons, and J. Keller (1984)
Solid State Ionics 13:75.
The nature of the molten sublattice in superionic conductors
T. Geisel (1981)
Solid State Ionics 3:103.
Continuous stochastic models
T. Geisel (1979)
In: Physics of Superionic Conductors, edited by M. B. Salamon. Springer Verlag, Berlin.
Modulation and incommensurability in a superionic conductor
T. Geisel (1979)
Solid State Comm. 32:739.
The role of correlated motion in superionic conductors
T. Geisel (1979)
In: Fast Ion Transport in Solids, edited by P. Vashishta and J. N. Mundy and and G. K. Shenoy. Elsevier North Holland, New York, pages 541.
Theory of Raman scattering from mobile ions in superionic conductor
T. Geisel (1978)
In: Proceedings of the International Conference on Lattice Dynamics, edited by M. Balkanski. Flammarion, Paris, pages 549.
Theory of Raman scattering from relaxation processes in crystals
T. Geisel (1978)
In: Proceedings of the 6th International Conference on Raman Spectroscopy, edited by E. D. Schmidt. Heyden and Son, London, pages 214.
Scattering of light and neutrons in a model for superionic conductors
T. Geisel, W. Dieterich, and I. Peschel (1978)
Zeitschrift für Physik B 29:5.

Fractal spectra and quantum dynamics - Bloch electrons in magnetic fields

Superballistic Spreading of Wave Packets
L. Hufnagel, R. Ketzmerick, T. Kottos, and T. Geisel (2001)
Phys. Rev. E 64:12301-12304.
Statistics of resonances and of delay times in quasiperiodic Schrödinger equations
F. Steinbach, A. Ossipov, T. Kottos, and T. Geisel (2000)
Phys. Rev. Lett. 85:4426.
Quantum Chaos and Spectral Transitions in the Kicked Harper Model
K. Kruse, R. Ketzmerick, and T. Geisel (2000)
In: Statistical and Dynamical Aspects of Mesoscopic Systems. Proceedings of the XVI. Sitges Conference on Statistical Mechanics, edited by D. Reguera and G. Platero and L. L. Bonilla and J. M. Rubi. Springer, Berlin, pages 47.
Metal-insulator transitions in the cyclotron resonance of periodic nanostructures due to avoided band crossings
L. Hufnagel, M. Weiss, A. Iomin, R. Ketzmerick, S. Fishman, and T. Geisel (2000)
Phys. Rev. B 62:15348.
Bloch Electrons in a Magnetic Field - Why does Chaos send Electrons the Hard Way ?
R. Ketzmerick, K. Kruse, D. Springsguth, and T. Geisel (2000)
Phys. Rev. Lett. 84:2929.
Efficient diagonalization of kicked quantum systems
R. Ketzmerick, K. Kruse, and T. Geisel (1999)
Physica D 131 (1999):247–253.
A covering property of Hofstadter's butterfly
R. Ketzmerick, K. Kruse, F. Steinbach, and T. Geisel (1998)
Phys. Rev. B 58:9881.
Avoided Band Crossings: Tuning Metal-Insulator Transitions in Chaotic Systems
R. Ketzmerick, K. Kruse, and T. Geisel (1998)
Phys. Rev. Lett. 80:137.
Hall Conductance of Bloch Electrons in a Magnetic Field
D. Springsguth, R. Ketzmerick, and T. Geisel (1997)
Phys. Rev. B. 56:2036.
What determines the spreading of a wave packet?
R. Ketzmerick, K. Kruse, S. Kraut, and T. Geisel (1997)
Phys. Rev. Lett. 79:1959.
Quantum diffusion, fractal spectra, and chaos in semiconductor microstructures.
R. Fleischmann, T. Geisel, R. Ketzmerick, and G. Petschel (1995)
Physica D 86:171.
Fractal spectra, quantum diffusion, and chaos in lateral superlattices
R. Fleischmann, T. Geisel, R. Ketzmerick, and G. Petschel (1995)
In: Dynamical Systems and Chaos, edited by Y. Aizawa and S. Saito and K. Shiraiwa. World Scientific, Singapore, pages 510.
Quantum chaology of fractal spectra
T. Geisel, R. Ketzmerick, and G. Petschel (1995)
In: Chaos in Mesoscopic Systems, edited by G. Casati and H.A. Cerdeira. World Scientific, Singapore.
Bloch electrons in magnetic fields: Classical chaos and Hofstadter's butterfly
G. Petschel, and T. Geisel (1993)
Phys. Rev. Lett. 71:239.
Slow decay of temporal correlations in quantum systems with Cantor spectra
R. Ketzmerick, G. Petschel, and T. Geisel (1992)
Phys. Rev. Lett. 69:695.
Unbounded quantum diffusion and a new class of level statistics
T. Geisel, R. Ketzmerick, and G. Petschel (1992)
In: Quantum Chaos - Theory and Experiment, edited by P. Cvitanovic and I. C. Percival and A. Wirzba. Kluwer Academic Publishers, Dordrecht, pages 43.
New class of level statistics in quantum systems with unbounded diffusion
T. Geisel, R. Ketzmerick, and G. Petschel (1991)
Phys. Rev. Lett. 66:1651.
Metamorphosis of a Cantor spectrum due to classical chaos
T. Geisel, R. Ketzmerick, and G. Petschel (1991)
Phys. Rev. Lett. 67:3635.

Neuroscience

Continuous Dynamic Photostimulation - inducing in-vivo-like fluctuating conductances with Channelrhodopsins
A. Neef, A. El Hady, J. Nagpal, K. Bröking, G. Afshar, O. Schlüter, T. Geisel, E. Bamberg, R. Fleischmann, W. Stühmer, and F. Wolf (2013)
Preprint at arXiv.
Compositionality in Neural Control: An Interdisciplinary Study of Scribbling Movements in Primates
M. Abeles, M. Diesmann, T. Flash, T. Geisel, J.M. Herrmann, and M. Teicher (2013)
Front. Comput. Neurosci. 7(103):10.3389/fncom.2013.00103.
Logic gates come to life
F. Wolf, and T. Geisel (2008)
Nature Physics 4:905--906.
Pinwheel generation with shift-twist symmetry.
M. Timme, M. Schnabel, M. Kaschube, T. Geisel, S. Löwel, and F. Wolf (2003)
In: . Society of Neuroscience Abstracts Vol 29, 818.3 .
Orientation preferences geometry modulates nonclassical receptive field properties
U. Ernst, K. Pawelzik, and T. Geisel (1998)
In: New Neuroethology on the Move - Proceedings of the 26th Göttingen Neurobiology Conference, edited by N. Elsner and R. Wehner. Thieme, Stuttgart/New York, pages 759.

Neural Dynamics

From Structure to Function, via Dynamics
O. Stetter, J. Soriano, T. Geisel, and D. Battaglia (2013)
American Institute of Physics.
Correlations and synchrony in threshold neuron models
T. Tchumatchenko, A. Malyshev, T. Geisel, M. Volgushev, and F. Wolf (2010)
Phys. Rev. Lett. 104(5).
Signatures of synchrony in pairwise count correlations
T. Tchumatchenko, T. Geisel, M. Volgushev, and F. Wolf (2010)
Front. Comput. Neurosci. doi:10.3389/neuro.10.001.2010.
Sequential Desynchronization in Networks of Spiking Neurons with Partial Reset
C. Kirst, T. Geisel, and M. Timme (2009)
Phys. Rev. Lett. 102:068101.
Editors Suggestion at Physical Review Letters + Free to Read
Pinwheel stability in a non-Euclidean model of pattern formation in visual cortex
N.M. Mayer, M. Herrmann, M. Asada, and T. Geisel (2007)
J. Korean Phys. Soc. 50(S01):150-157.
Action potential onset dynamics and the response speed of neuronal populations
B. Naundorf, T. Geisel, and F. Wolf (2005)
Journal of Computational Neuroscience 18(3):297-309.
Dynamical response properties of a canonical model for type-I membranes
B. Naundorf, T. Geisel, and F. Wolf (2005)
Neurocomputing 65:421-428.
Biomechanics and Low-Level Control of Bipedal Locomotion
J. Haß, J.M. Herrmann, and T. Geisel (2005)
In: Neuroforum, Supplement 75B. German Neuroscience Society.
Localized activations in a simple neural field model
J.M. Herrmann, H. Schrobsdorff (Degering), and T. Geisel (2005)
Neurocomputing 65:679–684.
Long Chaotic Transients in Complex Networks
A. Zumdieck, M. Timme, T. Geisel, and F. Wolf (2004)
Phys. Rev. Lett. 93:244103.
Breaking Synchrony by Heterogeneity in Complex Networks
M. Denker, M. Timme, M. Diesmann, F. Wolf, and T. Geisel (2004)
Phys. Rev. Lett. 92:074103.
Topological Speed Limits to Network Synchronization
M. Timme, F. Wolf, and T. Geisel (2004)
Phys. Rev. Lett. 92:074101.
The spread of rate and correlation in stationary cortical networks
T. Tetzlaff, M. Buschermöhle, T. Geisel, and M. Diesmann (2003)
Neurocomputing 52-54:949-954.
Pattern storage and processing in attractor networks with short-time synaptic dynamics
D. Bibitchkov, J.M. Herrmann, and T. Geisel (2002)
Network: Comput. Neural Syst. 13:115.
Effects of short-time plasticity on the associative memory
D. Bibitchkov, J.M. Herrmann, and T. Geisel (2002)
Neurocomputing 44-46:329-335.
Prevalence of Unstable Attractors in Networks of Pulse-Coupled Oscillators
M. Timme, F. Wolf, and T. Geisel (2002)
Phys. Rev. Lett. 89(15):154105.
Coexistence of Regular and Irregular Dynamics in Complex Networks of Pulse-Coupled Oscillators
M. Timme, F. Wolf, and T. Geisel (2002)
Phys. Rev. Lett. 89:258701.
Functional Connectivity by Cross-Correlation Clustering
S. Dodel, J.M. Herrmann, and T. Geisel (2002)
Neurocomputing 44-46:1065-1070.
The ground state of cortical feed-forward networks
T. Tetzlaff, T. Geisel, and M. Diesmann (2002)
Neurocomputing 44-46:673-678.
Pattern and sequence storage with dynamic synapses
D. Bibitchkov, J.M. Herrmann, and T. Geisel (2001)
In: 28th Göttingen Neurobiology Conference, Göttingen. Thieme Verlag, pages 854.
Stochastic resonance in neuron models: Endogenous stimulation revisited
H.E. Plesser, and T. Geisel (2001)
Phys. Rev. E 63:031916.
Complex networks of pulse-coupled oscillators: Exact stability analysis of synchronous states
M. Timme, F. Wolf, and T. Geisel (2001)
In: WE-Heraeus Seminar "Synchronization in Physics and Neuroscience".
Unstable synchronization and switching among unstable attractors in spiking neural networks
M. Timme, F. Wolf, and T. Geisel (2001)
In: 265. WE-Heraeus Seminar "Synchronization in Physics and Neuroscience".
Unstable attractors in networks of pulse-coupled oscillators
M. Timme, F. Wolf, and T. Geisel (2001)
In: Europhysics Conference Abstracts, pages 20.
Unstable attractors in networks of biological oscillators
M. Timme, F. Wolf, and T. Geisel (2001)
In: European Dynamics Days 2001 - Book of Abstracts, pages 51-52.

Miscellaneous

Emergent Neural Computational Architectures Based on Neuroscience - Towards Neuroscience-Inspired Computing. Lecture Notes in Computer Science 2036
S. Dodel, J.M. Herrmann, and T. Geisel (2001)
In: . Springer, London, chapter Stimulus-Independent Data Analysis for fMRI, pages 39-53.
Temporal Versus Spatial PCA and ICA in Data Analysis for fMRI
S. Dodel, J.M. Herrmann, and T. Geisel (2001)
In: 28th Göttingen Neurobiology Conference, Göttingen. Thieme Verlag, pages 897.
Is brain activity spatially or temporally correlated?
S. Dodel, M. Herrmann, and T. Geisel (2001)
NeuroImage 13(6):110.
The ecology of gaze shifts
D. Brockmann, and T. Geisel (2000)
Neurocomputing 32–33:643–650.
Localization of brain activity - blind separation for fMRI data
S. Dodel, J.M. Herrmann, and T. Geisel (2000)
Neurocomputing 32-33:701-708.
Comparison of temporal and spatial ICA in fMRI data analysis
S. Dodel, J.M. Herrmann, and T. Geisel (2000)
In: ICA 2000 Proceedings, pages 543-547.
Stimulus-independent data analysis for fMRI
S. Dodel, J.M. Herrmann, and T. Geisel (2000)
Unpublished.
bookchapter, in press
The Lévy-Flight Nature of Gaze Shifts
D. Brockmann, and T. Geisel (1999)
In: Proceedings of the 27th Göttingen Neurobiology Conference, edited by Norbert Elsner and Ulf Eysel. Thieme, Stuttgart, pages 876.
Components of brain activity - Data analysis for fMRI
S. Dodel, J.M. Herrmann, and T. Geisel (1999)
In: Proc. ICANN 99, pages 1023-1028.
Physik im Hirn: Neuronale Netze lernen sehen
H.-. Bauer, K. Pawelzik, F. Wolf, and T. Geisel (1994)
Forschung Frankfurt 1:16.

Signal-Processing in Neural Networks

Spike correlations - what can they tell about synchrony?
T. Tchumatchenko, T. Geisel, M. Volgushev, and F. Wolf (2011)
Frontiers in Neuroscience 5(68):doi: 10.3389/fnins.2011.00068.
Temporal Coding and Synfire Chains in Chaotic Networks
M. Bethge, K. Pawelzik, and T. Geisel (1998)
In: Göttingen Neurobiology Report 1998, Proceedings of the 26th Göttingen Neurobiology Conference, edited by N. Elsner and R. Wehner. Thieme, Stuttgart, pages 757.
Hierarchical Training of Neural Networks and Prediction of Chaotic Time Series
J. Deppisch, H.-. Bauer, and T. Geisel (1993)
In: Artificial Neural Networks: Forecasting Time Series. IEEE Computer Society Press, pages 66.
unveränderter Nachdruck eines Artikels aus Phys. Lett. A 158, 57 (1991)
Hierarchical training of neural networks and prediction of chaotic time series
H.-. Bauer, J. Deppisch, and T. Geisel (1991)
Phys. Lett. A 158:57–62.
Nonlinear Dynamics of Feedback Multilayer Perceptrons
H.-. Bauer, and T. Geisel (1990)
Phys. Rev. A 42:2401–2409.
Coarticulation invariance in feedback multilayer perceptrons
H.-. Bauer, and T. Geisel (1990)
In: Proceedings of the International Neural Network Conference. Kluwer Academic Publishers, pages 1014.
Sequence analysis in feedback multilayer perceptrons
H.-. Bauer, and T. Geisel (1990)
In: Parallel Processing in Neural Systems and Computers (Proc. of ICNC 90), edited by R. Eckmiller. Elsevier, pages 375.
Dynamics of signal processing in feedback multilayer perceptrons
H.-. Bauer, and T. Geisel (1990)
In: Proceedings of IJCNN 90 San Diego, pages 131–136.
Hierarchical architectures for optimized training
J. Deppisch, H.-. Bauer, and T. Geisel (1990)
In: Proceedings of the International Neural Network Conference. Kluwer Academic Publishers, pages 793.
Motion detection and direction detection in local neural nets
H.-. Bauer, and T. Geisel (1989)
Int. J. Neur. Sys. 1:187 – 192.
Dynamical analysis of temporal sequences in information processing networks
H.-. Bauer, and T. Geisel (1988)
In: Neural Networks from Models to Applications (Proc. of nEuro '88), edited by L. Personnaz and G. Dreyfus. IDSET, Paris, pages 299–308.

Nonlinear Dynamics and Quantum Chaos - General

Optimal Mass Distribution for Passivity-Based Bipedal Robots
J. Haß, J.M. Herrmann, and T. Geisel (2006)
The International Journal of Robotics Research 25:1087-1098.
Evolutionary design of an adaptive dynamic walker
J. Haß, J.M. Herrmann, and T. Geisel (2004)
In: Proceedings of 7th International Conference CLAWAR. Springer, pages 765–774.
Pinwheels in a curved feature map model
J.M. Herrmann, N. Mayer, and T. Geisel (2000)
In: Proc. of the 4th ICCNS.

Self-Organization in the Brain

Critical dynamics in associative memory networks.
M. Uhlig, A. Levina, T. Geisel, and J.M. Herrmann (2013)
Front. Comput. Neurosci. 7(87).
Phase transitions towards criticality in a neural system with adaptive interactions
A. Levina, J.M. Herrmann, and T. Geisel (2009)
Phys. Rev. Lett. 102(11):118110.
Dynamical synapses causing self-organized criticality in neural networks
A. Levina, J.M. Herrmann, and T. Geisel (2007)
Nature Physics 3:857-860.
A feature-binding model with localized excitations
H. Schrobsdorff (Degering), J.M. Herrmann, and T. Geisel (2007)
Neurocomputing 70(10-20):1706–1710.
Dynamical Synapses Give Rise to a Power-Law Distribution of Neuronal Avalanches
A. Levina, J.M. Herrmann, and T. Geisel (2006)
In: Advances in Neural Information Processing Systems 18, edited by Y. Weiss and B. Schölkopf and J. Platt. MIT Press, Cambridge, MA, pages 771–778.
Universality in Visual Cortical Pattern Formation
F. Wolf, and T. Geisel (2003)
Journal of Physiology - Paris 97:253-264.
The Pattern of Ocular Dominance Columns in Cat Primary Visual Cortex: Intra- and Interindividual Variability of Column Spacing and its Dependence on Genetic Background
M. Kaschube, F. Wolf, M. Puhlmann, S. Rathjen, K.-. Schmidt, T. Geisel, and S. Löwel (2003)
European Journal of Neuroscience 18:3251–3266.
Shaping of Receptive Fields in Visual Cortex During Retinal Maturation
N. Mayer, J.M. Herrmann, and T. Geisel (2003)
Journal of Computational Neuroscience 15:307-320.
Pronounced Variability of the Size of Cat Primary Visual Cortex
F. Wolf, M. Kaschube, K.F. Schmidt, T. Geisel, and S. Löwel (2002)
In: Society for Neuroscience Abstracts.
Genetic Influence on Quantitative Features of Neocortical Architecture
M. Kaschube, F. Wolf, T. Geisel, and S. Löwel (2002)
Journal of Neuroscience 22(16):7206-7217.
Building cortical architectures for central and peripheral vision
M. Kaschube, F. Wolf, T. Geisel, and S. Löwel (2002)
In: FENS Abstr., pages A051.13.
Curved Feature Metrics in Models of Visual Cortex
N. Mayer, J.M. Herrmann, and T. Geisel (2002)
Neurocomputing 44-46:533-539.
2-D Analysis of Ocular Dominance Patterns in Cat Primary Visual Cortex
M. Kaschube, F. Wolf, S. Rathjen, T. Geisel, and S. Löwel (2001)
In: Society for Neuroscience Abstracts, pages 821.
2-D Analysis of Patterns of Ocular Dominance Columns in Cat Primary Visual Cortex
M. Kaschube, F. Wolf, T. Geisel, S. Rathjen, and S. Löwel (2001)
In: 28th Göttingen Neurobiology Conference, Göttingen. Thieme Verlag, pages 546.
The prevalence of colinear contours in the real world
M. Kaschube, F. Wolf, T. Geisel, and S. Löwel (2001)
Neurocomputing 38-40:1335.
Universal fine structure of orientation pinwheels
M. Schnabel, F. Wolf, and T. Geisel (2001)
In: Proceedings of the 28th Göttingen Neurobiology Conference. Thieme, Stuttgart, pages 258.
Structure formation in visual cortex based on a curved feature space
N. Mayer, J.M. Herrmann, and T. Geisel (2001)
Unpublished.
invited to IEEE Trans. Neur. Net.
Signatures of Natural Image Statistics in Cortical Simple Cell Receptive Fields
N. Mayer, J.M. Herrmann, and T. Geisel (2001)
Neurocomputing 38-40:279-284.
A Curved Feature Map Model of Visual Cortex
N. Mayer, J.M. Herrmann, and T. Geisel (2001)
In: 28th Göttingen Neurobiology Conference, Göttingen. Thieme Verlag, pages 851.
How can squint change the spacing of ocular dominance columns?
F. Wolf, K. Pawelzik, O. Scherf, T. Geisel, and S. Löwel (2000)
J. Physiol. 94:525.
Cortical architectures for peripheral and central vision
F. Wolf, M. Kaschube, T. Geisel, and S. Löwel (2000)
Unpublished.
submitted
A general theory of pinwheel stability
F. Wolf, and T. Geisel (2000)
In: Society for Neuroscience Abstracts.
Are pinwheels essential ?
F. Wolf, and T. Geisel (2000)
In: European Journal of Neuroscience, pages 75.
Learning predictive representations
J.M. Herrmann, K. Pawelzik, and T. Geisel (2000)
Neurocomputing 32-33:785-791.
Quantifying the Variability of Patterns of Orientation Domains in the Visual Cortex of Cats
M. Kaschube, F. Wolf, T. Geisel, and S. Löwel (2000)
Neurocomputing 32-33:415-423.

Other

Optogenetic stimulation effectively enhances intrinsically generated network synchrony
A. El Hady, G. Afshar, K. Bröking, O. Schlüter, T. Geisel, W. Stühmer, and F. Wolf (2013)
Front. Neural Circuits 7:1-15.
doi:10.3389/fncir.2013.00167
Dynamic Effective Connectivity of Inter-Areal Brain Circuits
D. Battaglia, A. Witt, F. Wolf, and T. Geisel (2012)
PLoS Comput. Biol. 8(3):e1002438.
Model-Free Reconstruction of Excitatory Neuronal Connectivity from Calcium Imaging Signals
O. Stetter, D. Battaglia, J. Soriano, and T. Geisel (2012)
PLoS Comput Biol 8(8):e1002653.
The impact of human mobility on spatial disease dynamics
V. Belik, T. Geisel, and D. Brockmann (2009)
In: Proceedings of 2009 International Conference on Computational Science and Engineering. IEEE Computer Society, pages 932-935.

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M. Uhlig, A. Levina, and T. Geisel ()
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Dynamics and Statistical Mechanics of Complex Systems

Musical rhythms: The science of being slightly off
H. Hennig, R. Fleischmann, and T. Geisel (2012)
Physics Today 65:64-65.
Immer haarscharf daneben
H. Hennig, R. Fleischmann, and T. Geisel (2012)
Spektrum der Wissenschaft 9:16-20.