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A primal-dual linear programming solver with linear order complexity
Conference proceeding

A primal-dual linear programming solver with linear order complexity

H.-D Chiang, J.-L Yuan, C.-C Chu, IEEE and Robert Fischl
1992 IEEE International Symposium on Circuits and Systems (ISCAS), v 4, pp 1697-1700 vol.4
1992

Abstract

Artificial neural networks Circuit simulation Complexity theory Computational modeling Computer networks Linear programming Neural networks Neurons Output feedback Voltage
Recurrent artificial neural network (ANN) models are presented for solving primal-dual linear programming problems. The theoretical background is introduced based on the nonlinear analysis of an ANN. A general procedure to synthesize an ANN for optimization problems is discussed. A method to reduce the circuit complexity of the proposed ANN from the order of O(mn) to O(m+n) is developed. Simulation results are presented through an example of up to 20 variables.< >

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