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List of Publications

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Learning in Neural Networks: Solvable Dynamics [21]

Opper, M.

Europhys. Lett., 389–392. 1989

Download Bibtex entry [22]

Pattern Recognition [23]

Opper, M.

Computersimulations in Physics, 20. IFF- Summer School KFA Juelich, 29.1–29.12. 1989

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Learning Rules and Learning Times in Neural Networks [25]

Opper, M.

Dynamics of Networks. Akademie Verlag Berlin, 66-75. 1989

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Learning Times of Neural Networks: Exact Solution for PERCEPTRON Algorithm [27]

Opper, M.

Phys. Rev. A (Rapid Comm.), 3824–3826. 1988

Download Bibtex entry [28]

Statistical Mechanics of Learning in Neural Network Models [29]

Opper, M., Diederich, S. and Anlauf, J. K.

Neural Networks from Models to Applications. I.D.S.E.T., Paris, 235–243. 1988

Download Bibtex entry [30]

Learning by Error Correction in Spin Glass Models of Neural Networks [31]

Diederich, S., Opper, M., Henkel, R. D. and Kinzel, W.

Computer Simulations in Brain Science. Cambridge University Press. 1988

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Learning of Correlated Patterns in Spin- Glass Networks by Local Learning Rules [33]

Diederich, S. and Opper, M.

Phys. Rev. Lett., 949–952. 1987

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Statistical Mechanics of Learning in Neural Network Models [35]

Opper, M., Diederich, S. and Anlauf, J. K.

Chaos and Complexity. World Scientific, 219–223. 1987

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Eine neue Methode zur Lösung eindimensionaler Modelle mit Unordnung (A new method for solving one dimensional models with disorder) [37]

Opper, M.

1987 Giessen University, Germany

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Solution of a random Chain Problem- an Approach using Canonical Variables of an Integrable System [39]

Opper, M.

J. Phys. A, L1073–L1077. 1986

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Resonant and Quasiclassical Excitations of Solitons in the Alpha- Helix [41]

Bolterauer, H., Henkel, R. D. and Opper, M.

Structure, Coherence and Chaos in Dynamical Systems. Manchester University Press, 625–631. 1986

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Analytical Solution of the Classical Bethe-Ansatz Equation for the Toda Chain [43]

Opper, M.

Phys. Lett. A, 201–203. 1985

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Calculating eddy currents for turbomolecular pumps in magnetic fields [45]

Diederich, S. and Opper, M.


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Nichtlineare Anregungen als Quasiteilchen in der Toda–Kette (Nonlinear excitations as quasiparticles in the Toda chain) [47]

Opper, M.


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Nonlinear Excitations in the Low Temperature Region of the Classical Toda Lattice [49]

Bolterauer, H. and Opper, M.

Phys. Lett. A, 69–70. 1981

Download Bibtex entry [50]

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