 | 2003 |
|---|
| 10 |       | Alexander V. Lukashin,
Matvey E. Lukashev,
Rainer Fuchs:
Topology of gene expression networks as revealed by data mining and modeling.
Bioinformatics 19(15): 1909-1916 (2003) |
| 2001 |
|---|
| 9 | | Alexander V. Lukashin,
Rainer Fuchs:
Analysis of temporal gene expression profiles: clustering by simulated annealing and determining the optimal number of clusters.
Bioinformatics 17(5): 405-414 (2001) |
| 1999 |
|---|
| 8 | | Alexander V. Lukashin,
Joseph J. Rosa:
Local multiple sequence alignment using dead-end elimination.
Bioinformatics 15(11): 947-953 (1999) |
| 1996 |
|---|
| 7 | | Alexander V. Lukashin,
Bagrat R. Amirikian,
V. L. Mozhaev,
George L. Wilcox,
Apostolos P. Georgopoulos:
Modeling motor cortical operations by an attractor network of stochastic neurons.
Biological Cybernetics 74(3): 255-261 (1996) |
| 6 | | Alexander V. Lukashin,
Bagrat R. Amirikian,
Apostolos P. Georgopoulos:
Neural computations underlying the exertion of force: a model.
Biological Cybernetics 74(5): 469-478 (1996) |
| 5 | | Alexander V. Lukashin,
George L. Wilcox,
Apostolos P. Georgopoulos:
Modeling of directional operations in the motor cortex: A noisy network of spiking neurons is trained to generate a neural-vector trajectory.
Neural Networks 9(3): 397-410 (1996) |
| 1994 |
|---|
| 4 | | Alexander V. Lukashin,
Apostolos P. Georgopoulos:
Directional operations in the motor cortex modeled by a neural network of spiking neurons.
Biological Cybernetics 71(1): 79-85 (1994) |
| 3 | | Alexander V. Lukashin,
Apostolos P. Georgopoulos:
A Neural Network for Coding of Trajectories by Time Series of Neuronal Population Vectors.
Neural Computation 6(1): 19-28 (1994) |
| 1993 |
|---|
| 2 | | Alexander V. Lukashin,
Apostolos P. Georgopoulos:
A dynamical neural network model for motor cortical activity during movement: population coding of movement trajectories.
Biological Cybernetics 69(5-6): 517-524 (1993) |
| 1992 |
|---|
| 1 | | Bagrat R. Amirikian,
Alexander V. Lukashin:
A neural network learns trajectory of motion from the least action principle.
Biological Cybernetics 66(3): 261-264 (1992) |
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