Swinehart CD, Abbott LF (2005) Supervised learning through neuronal response modulation. Neural Comput. 2005 Mar;17(3):609-31.
Vogels TP, Rajan KS, Abbott LF (2005) Neural Network Dynamics. Annual Reviews Neuroscience (online)
Fusi S, Drew PJ, Abbott LF (2005) Cascade models of synaptically stored memories. Neuron. Feb 17;45(4):599-611.
Abbott LF, Regehr WG (2004) Synaptic computation. Nature 2004 Oct 14;431(7010)
Prinz AA, Abbott LF, Marder E (2004) The dynamic clamp comes of age. Trends Neurosci. 2004 Apr;27(4)
Rumsey CC, Abbott LF (2004) Equalization of synaptic efficacy by activity- and timing-dependent synaptic plasticity. J Neurophysiol. 2004 May;91(5)
Drew P.J., Abbott, L.F. (2003) A Model of Song Selectivity and Sequence Generation in Area HVc of the Songbird.Drew PJ and Abbott LF, Journal of Neurophysiology 89 : 2697-2706, 2003
Chance, F.S., Abbott, L.F. and Reyes, A.D. (2002) Gain Modulation Through Background
Synaptic Input. Neuron 35:773-782.
Abbott, L.F. and Nelson, S.B. (2000) Synaptic Plasticity: Taming the Beast. Nature Neurosci. 3:1178-1183.
Abbott, L.F. (2001) The Timing Game? Nature Neurosci. 4:115-116.
Song, S., Miller, K.D. and Abbott, L.F. (2000) Competitive Hebbian Learning Through Spike-Timing Dependent Synaptic Plasticity. Nature Neurosci. 3:919-926.
Abbott, L.F. (2000) Integrating with Action Potentials. Neuron 26:3-4.
Chance, F.S. and Abbott, L.F. (2000) Divisive Inhibition in Recurrent Networks. Network: Comp. Neural Sys. 11:119-129.
Salinas, E. and Abbott, L.F. (2000) Do Simple Cells in Primary Visual Cortex Form a Tight Frame? Neural Comp. 12:313-336. Birmingham, J.T., Szuts, Z.B, Abbott, L.F. and Marder E. (1999) Encoding of muscle movement on two time scales by a sensory neuron that switches between spiking and bursting modes. J. Neurophysiol. 82:2786-2797.
Golowasch, J., Abbott, L.F. and Marder, E. (1999) Activity-Dependent Regulation of Ionic Conductances in an Identified Neuron of the Stomatogastric Ganglion of the Crab Cancer borealis. J. Neurosci. 19:RC33(1-5).
Golowasch, J., Casey, M., Abbott, L.F. and Marder, E. (1999) Network Stability from Activity-Dependent Regulation of Neuronal Conductances. Neural Comp. 11:1079-1096.
Chance, F.S., Nelson, S.B. and Abbott, L.F. (1999) Complex Cells as Cortically
Amplified Simple Cells. Nature Neurosci. 2:277-282.
Abbott, L.F. (1999) Lapicque’s Introduction of the Integrate-and-Fire Model (1907). Brain Research Bulletin 50:303-304.
Abbott, L.F. and Dayan, P. (1998) The Effect of Correlated Variability on the Accuracy of a Population Code. Neural Comp. 11:91-102.
Jorge-Rivera, J.C., Sen, K., Birmingham, J.T., Abbott, L.F. and Marder, E. (1998) Temporal Dynamics of Convergent Modulation at a Crustacean Neuromuscular Junction. J. Neurophysiol. 80: 2559-2570.
Kopell, N., Abbott, L.F. and Soto-Trevino, C. (1998) On the Behavior of a Neural Oscillator Electrically Coupled to a Bistable Element. Physica D121:367-395.Liu, Z., Golowasch, J., Marder, E. and Abbott, L.F. (1998) A Model Neuron With Activity-Dependent Conductances Regulated By Multiple Calcium Sensors. J. Neurosci. 18:2309-2320.
Baddeley, R., Abbott, L.F., Booth, M.J.A., Sengpiel, F., Freeman, T., Wakeman, E.A. and Rolls, E.T. (1997) Responses of Neurons in Primary and Inferior Temporal Visual Cortices to Natural Scenes. Proc. Roy. Soc. (Lond.) B264:1775-1783.
Sen, K., Jorge-Rivera, J.C., Marder, E. and Abbott, L.F. (1996) Decoding Synapses. J. Neurosci. 16:6307-6318.
Blum, K.I. and Abbott, L.F. (1996) A Model of Spatial Map Formation in the Hippocampus of the Rat. Neural Comp. 8:85-93.
Salinas, E. and Abbott, L.F. (1994) Vector Reconstruction from Firing Rates. J.Computational Neurosci. 1:89-107.
Abbott, L.F. and LeMasson, G. (1993) Analysis of Neuron Models with Dynamically Regulated Conductances. Neural Comp. 5:823-842.
Abbott, L.F. and Van Vreeswijk, C. (1993) Asynchronous States in Networks of Pulse-Coupled Oscillators. Phys. Rev. E2:1483-1490. Sharp, A.A., O'Neil, M.B., Abbott, L.F. and Marder, E. (1993) The Dynamic Clamp: Computer-Generated Conductances in Real Neurons. J. Neurophysiol. 69: 992-995.LeMasson, G., Marder, E. and Abbott, L.F. (1993) Activity-Dependent Regulation of Conductances in Model Neurons. Science 259:1915-1917.
Cao, B.J. and Abbott, L.F. (1993) A New Computational Method for Cable Theory Problems. Biophys. J. 64: 303-313. VanVreeswijk, C. and Abbott, L.F. (1993) Self-Sustained Firing in Populations of Integrate and Fire Neurons. SIAM J. Appl. Math. 53:253-264. Marder, E., Abbott, L.F., Buchholtz, F., Epstein, I.R., Golowasch, J. Hooper, S.L. and Kepler, T.B. (1993) Physiological Insights from Cellular and Network Models of the Stomatogastric Nervous System of Lobsters and Crabs. Amer. Zool. 33:29-39.Abbott, L.F. (1992) Simple Diagrammatic Rules for Solving Dendritic Cable Problems Physica A185: 343-356.
Abbott, L.F. (1991) Realistic Synaptic Inputs for Network Models. Network: Comp.Neural Sys. 2: 245-258.
Abbott, L.F., Marder, E. and Hooper, S.L. (1991) Oscillating Networks: Control of Burst Duration by Electrically Coupled Neurons. Neural Computation 3: 487-497.
Abbott, L.F. (1990) Modulation of Function and Gated Learning in a Network Memory. Proc. Natl. Acad. Sci. USA 87: 9241-9245. Kepler, T.B., Datt, S., Meyer, R. and Abbott, L.F. (1990) Chaos in a Neural Network Circuit. Physica D46: 449-457.Abbott, L.F. (1990) A Network of Oscillators. J. Phys. A23: 3835-3859.
Kepler, T.B., Marder, E. and Abbott, L.F. (1990) The Effect of Electrical Coupling on the Frequency of a Model Neuronal Oscillator. Science 248: 83-85.
Abbott, L.F. (1990) Learning in Neural Network Memories. Network: Comp. Neural Sys. 1: 105-122.
Abbott, L.F. and Kepler, T.B. (1989) Optimal Learning in Neural Network Memories. J. Phys. A22: L711-L717.
Abbott, L.F. and Kepler, T.B. (1989) Universality in the Space of Interactions for Network Models. J. Phys. A22: 2031-2038.
Kepler, T.B. and Abbott, L.F. (1988) Domains of Attraction in Neural Networks. J. de Phys. (France) 49: 1657-1662.
Abbott, L.F. and Arian, Y. (1988) Storage Capacity of Generalized Networks. Phys. Rev. A36: 5091-5094.
Abbott, L.F. (1988) A Model of Auto-Catalytic Replication. J. Molecular Evolution
27: 114-120.
Abbott, L.F. and Sejnowski, T.J. (Eds.) (1999) Neural Coding and Distributed Representations. (MIT Press, Cambridge MA).
Abbott, L.F. and Pi, S.-Y. (Eds.) (1986) Inflationary Cosmology (World Scientific,
Singapore).
Abbott, L.F. and Marder, E. (2002) Activity-Dependent Regulation of Neuronal Conductances. In Arbib, M., ed. The Handbook of Brain Theory and Neural Networks (Second Edition) (Bradford MIT Press, Cambridge).
Abbott, L.F. and Nelson, S.B. (2002) Temporal Dynamics of Biological Synapses. In Arbib, M., ed. The Handbook of Brain Theory and Neural Networks (Second Edition) (Bradford MIT Press, Cambridge).
Abbott, L.F., Thoroughman, K., Prinz, A., Thirumalai, V. and Marder, E. (2001) Activity-dependent modification of intrinsic and synaptic conductances in neurons and rhythmic networks. In Van Ooyen, A., ed. Modeling Neural Development (MIT Press, Cambridge MA).
Marder, E., Prinz, A. and Abbott, L.F. (2001) Dynamic Clamp: Modeling with Biological Neurons. In Adelman, G. and Smith, B. eds. Elsevier’s Encyclopedia of Neuroscience (Compact Disk) (Elsevier Press, Amsterdam) pp. 579-581.
Abbott, L.F. (2001) Where are the Switches on this Thing? In J.L. van Hemmen and T.J. Sejnowski, eds. 23 Problems in Systems Neuroscience (Oxford University Press, Oxford).
Abbott, L.F., Chance, F.S. and Salinas, E. (2001) Gain Modulation: Applications and Mechanisms. In Elsner, N. and Kreutzberg, G.W. eds. The Neurosciences at the Turn of the Century: Proceedings of the Fourth Meeting of the German Neuroscience Society and Twenty-Eighth Göttingen Neurobiology Conference, Volume I (Georg-Theime-Verlag, Stuttgart) pp. 55-78.
Abbott, L.F. and Nelson, S.B. (2001) Temporal Dynamics of Biological Synapses. In Arbib, M., ed. The Handbook of Brain Theory and Neural Networks (Second Edition) (Bradford MIT Press, Cambridge).
Chance, F.S. and Abbott, L.F. (2001) Input-Specific Adaptation in Complex Cells through Synaptic Depression. In Bower, J. ed. Computational Neuroscience, Trends in Research 2001 (Elsevier, Amsterdam) pp. 141-146. Also in Neurocomputing 38-40:141-146.
Zhang, J. and Abbott, L.F. (2000) Gain Modulation in Recurrent Networks. In Bower, J. ed. Computational Neuroscience, Trends in Research 2000 (Elsevier, Amsterdam) pp. 623-628. Also in Neurocomputing 32-33: 623-628 (2000).
Song, S. and Abbott, L.F. (2000) Temporally Asymmetric Hebbian Learning and Neuronal Response Variability. In Bower, J. ed. Computational Neuroscience, Trends in Research 2000 (Elsevier, Amsterdam) pp. 523-528. Also in Neurocomputing 32-33: 523-528 (2000).
Chance, F.S. and Abbott, L.F. (2000) A Recurrent Network Model for the Phase-Invariance of Complex Cell Responses. In Bower, J. ed. Computational Neuroscience, Trends in Research 2000 (Elsevier, Amsterdam) pp. 339-344. Also in Neurocomputing 32-33:339-344 (2000). Goldman, M.S., Golowasch, J., Abbott, L.F. and Marder, E. (2000) Dependence of Firing Pattern on Intrinsic Ionic Conductances: Sensitive and Insensitive Combinations. In Bower, J. ed. Computational Neuroscience, Trends in Research 2000 (Elsevier, Amsterdam) pp. 141-146. Also in Neurocomputing 32-33:141-146 (2000).Salinas, E. and Abbott, L.F. (1999) Coordinate Transformations in the Visual System: How to Generate Gain Fields and What to Compute with Them. In Nicolelis. M., ed. Population Coding (Elsevier, Amsterdam).
Goldman, M.S., Nelson, S.B. and Abbott, L.F. (1999) Decorrelation of Spike Trains by Synaptic Depression. In Bower, J. ed. Computational Neuroscience, Trends in Research 1999 (Elsevier, Amsterdam) pp. 147-154. Also in Neurocomputing 26-27:147-153 (1999).
Abbott, L.F. and Song, Sen (1999) Temporally Asymmetric Hebbian Learning, Spike Timing and Neuronal Response Variability. Kearns, M.S., Solla, S.A. and Cohn, D.A. Eds. Advances in Neural Information Processing Systems 11 (MIT Press, Cambridge MA).
Chance, F.S., Nelson, S.B. and Abbott, L.F. (1998) Temporal Characteristics of V1 Cells Arising from Synaptic Depression. In Bower, J. ed. Computational Neuroscience, Trends in Research 1998 (Plenum, NY) pp. 143-148.
Abbott, L.F. and Marder, E. (1998) Modeling Small Networks. In Koch, C. and Segev, I. eds. Methods in Neuronal Modeling (MIT Press, Cambridge MA) pp. 361-410.
Liu, Z., Casey, M., Marder, E. and Abbott, L.F. (1997) Neurons and networks with activity-dependent conductances. Bower, J. ed. Computational Neuroscience, Trends in Research (Plenum, NY) pp. 723-728.
Marder, E. and Abbott, L.F. (1996) Dynamic Clamp: Modeling with Biological Neurons. Adelman, G. ed. The Encyclopedia of Neuroscience (Elsevier Press, Amsterdam, in press).
Abbott, L.F., Turrigiano, G., LeMasson, G. and Marder, E. (1996) Activity-Dependent Conductances in Model and Biological Neurons. In Waltz, D.L. ed. Natural and Artificial Parallel Computing (SIAM, NY) pp. 43-68.
Blum K.I. and Abbott, L.F. (1996) Functional Significance of Long Term Potentiation in Recurrent Networks. Bower, J. ed. Computational Neuroscience (Academic Press, Norwell MA) pp. 163-166.
Abbott, L.F. (1996) Statistical Analysis of Neural Networks. In Smolensky, P., Mozer, M. and Rumelhart, D., eds. Mathematical Perspectives on Neural Networks (Lawrence Erlbaum, Hillsdale NJ).
O'Neil, M., Abbott, L.F., Sharp, A., Turrigiano, G. and Marder, E. (1995) The Dynamic Clamp: Using Neurons as Simulators. In Arbib, M., ed. The Handbook of Brain Theory and Neural Networks (Bradford MIT Press, Cambridge) pp. 326-328.
Abbott, L.F. and Marder, E. (1995) Activity-Dependent Regulation of Neuronal Conductances. In Arbib, M., ed. The Handbook of Brain Theory and Neural Networks (Bradford MIT Press, Cambridge) pp. 63-65.
Salinas, E. and Abbott, L.F. (1995) Decoding Vectorial Information from Firing Rates. In Bower, J.M., ed., The Neurobiology of Computation (Kluwer Academic, Norwell MA) pp. 299-304.
Blum, K.I. and Abbott, L.F. (1995) Functional Significance of Long Term Potentiation in Recurrent Networks. Intl. J. Neural Systems. Supplementary Issue: Neural Networks: From Biology to High Energy Physics. Ed. by D.J. Amit, P. del Giudice, B. Denby, E.T. Rolls and A. Treves. pp. 25-32.
Abbott, L.F. (1995) Information Transfer and Transformation By Neural Networks. Intl. J. Neural Systems. Supplementary Issue: Neural Networks: From Biology to High Energy Physics. Ed. by D.J. Amit, P. del Giudice, B. Denby, E.T. Rolls and A. Treves. pp. 115-122.
Abbott, L.F., LeMasson, G., Siegel, M. and Marder, E. (1993) Activity-Dependent Modification of Intrinsic Neuronal Properties. In Gielen, S. and Kappen, H. eds. ICANN'93: Proceedings of the International Conference on Artificial Neural Networks (Springler-Verlag, London) pp. 171-176.
Idiart, M. and Abbott, L.F. (1994) Propagating Waves of Activity in Firing-Rate Models. In Eeckman F.H., ed., Computation in Neurons and Neural Systems (Kluwer Academic, Norwell MA) pp. 263-268.
Abbott, L.F., Siegel, M. and Marder, E. (1994) Activity-Dependent Distributions of Neuronal Conductances. In Eeckman F.H., ed., Computation in Neurons and Neural Systems (Kluwer Academic, Norwell MA) pp. 47-52.
Van Vreeswijk, C. and Abbott, L.F. (1993) The Effect of Synaptic Time Constants on Firing Patterns in Populations of Spiking Neurons. In Gielen, S. and Kappen, H. eds. ICANN'93: Proceedings of the International Conference on Artificial Neural Networks (Springer-Verlag, London) pp. 666-669.
VanVreeswijk, C., Treves, A. and Abbott, L.F. (1993) The Effect of Slow Synaptic Coupling on Populations of Spiking Neurons. In Eeckman F.H. and Bower, J. eds., Computation and Neural Systems (Kluwer Academic Publishers, Boston) pp. 61-66.
Renaud-LeMasson, S., LeMasson, G., Marder, E. and Abbott, L.F. (1993) Hybrid Circuits of Interacting Computer Model and Biological Neurons. In Giles, C.L., Hanson, S.J. and Cowan, J.D., eds. Advances in Neural Information Processing Systems 5 (Morgan Kaufmann, San Mateo CA) pp. 813-819.
Marder, E., Abbott, L.F., Sharp, A.A. and Kopell, N. (1992) Electrical Coupling in Networks Containing Oscillators. In Arbib, M., Rudomin, P., Cervantes, F., eds. Research Notes in Neural Computing (Springer-Verlag, NY) pp. 287-296.
Marder, E., Weimann, J.M., Kepler, T.B. and Abbott, L.F. (1992) Computational Implications of a Serotonin-Sensitive Region of Axonal Membrane on a Dual Function Motor Neuron. In Eeckmann, F., ed. Neural Systems: Analysis and Modeling (Kluwer Academic Publishers, Boston) pp. 377-390.
Abbott, L.F. (1991) Firing-Rate Models for Neural Populations. In Benhar, O., Bosio, C., Del Giudice, P. and Tabet, E., eds. Neural Networks: From Biology to High-Energy Physics (ETS Editrice, Pisa) pp. 179-196.
Kepler, T.B., Abbott, L.F. and Marder, E. (1991) Order Reduction for Systems of Equations Describing the Behavior of Complex Neurons. In Lippmann, R.P., Moody, J.E, and Touretzky, D., eds. Advances in Neural Information Processing Systems 3 (Morgan Kaufmann, San Mateo CA) pp. 55-61.
Abbott, L.F. and Kepler, T. (1990) Model Neurons: From Hodgkin-Huxley to Hopfield, In Garrido, L., ed. Statistical Mechanics of Neural Networks (Springer-Verlag, Berlin) pp. 5-18.
Three Mac applications that simulated classic experiments in neuroscience are
available. The programs are in two forms, one for use with 68K-based Macs that
have a math coprocessor and one for the PowerMac. There are Help files in the
programs that describe features and options. The three applications are:
1) Channel: This simulates a patch clamp experiment with from 1 to 1000 channels in the patch. Passive or active channels can be selected and studied by a standard voltage clamp protocol. Clamping voltages and pulse timing can be set as can ion concentrations on both sides of the patch. The program will also plot the macroscopic, Hodgkin-Huxley currents and it is interesting to see how the channel current converges to the H-H current when many channels are included in the patch. The Nernst equation can be verified by changing ion concentrations and measuring reversal potentials.
2) Neuron: This simulates a single-compartment Hodgkin-Huxley neuron. The model can be studied in either current clamp or voltage clamp modes. Individual currents can be blocked to simulate a classic voltage clamp measurement. The timing and magnitude of voltage and current clamp pulses can be set. The surface area of the cell (and thus its capacitance) can be adjusted as can its input impedance (set by adjusting RLeak). A synaptic conductance change with variable time course and reversal potential can be simulated.
3) Cable: This simulates a squid axon as modeled by Hodgkin and Huxley. The top panel shows the axon divided into compartments. Three icons mark electrodes that can be moved to any position by grabbing them with the mouse. The triangle icon is a stimulating electrode and the other two are recording electrodes whose output appears in the bottom two panels. The second panel is a view of the potential everywhere along the axon. By moving the stimulating electrode around, action potentials can be made to propagate in either direction or in pairs from the middle of the axon. The diameter of the axon can be changed to study the effect this has on propagation speed. The cable can also be made passive to look at things like electrotonic length for different diameters. The cable program REQUIRES the file HHTable which must be in the same folder as the Cable application. Both 68K or PPC versions of the applications are included along with a set of sample assignments.