Efficient procedure for solving circuit algebraic-differential equations with modified sparse LU factorization improving fill-in suppression.
Josef DobesDavid CernyDalibor BiolekPublished in: ECCTD (2011)
Keyphrases
- differential equations
- dynamical systems
- feed forward artificial neural networks
- sparse matrices
- difference equations
- artificial neural networks
- numerical methods
- runge kutta
- numerical solution
- pairwise
- sparse representation
- finite element
- brownian motion
- boundary value problem
- neural network
- matrix factorization
- search algorithm