A NUMERICAL SOLUTION FOR AN INITIAL VALUE PROBLEM FOR ODE USING ARTIFICIAL NEURAL NETWORK
Journal Title: Journal of Science And Arts - Year 2009, Vol 11, Issue 2
Abstract
Artificial Neural Network (ANN) proved to be good tools for functions approximation Starting from this idea the article present a method for the approximating the solution of an initial value problem for ordinary differential equation (ODE) using ANN. The performance function associated to the neural network is built in such a way that the training process to produce at the output of the network a function that satisfies the differential equation on the training set and also the initial condition.
Authors and Affiliations
Emil Lungu
Keywords
Related Articles
- EP ID EP83429
- DOI -
- Views 324
- Downloads 0
ON VIBRATION EXPOSURE MONITORING AT INDUSTRIAL INTENSIVE POLLUTANT AREAS
Main objective of this study consisted by identification, evaluation and characterization of a direct linkage between the vibration levels at the intensive pollutant industrial sources and the vibration exposure of the p...
MINERALOGICAL AND STRUCTURAL FINGERPRINT METHODS OF NANOMINERALS IDENTIFICATION
The combined investigation techniques, electron probe microanalysis (EPMA), Mössbauer spectroscopy (NGR), transmission electron microscopy (TEM), selected area electron diffraction (SAED), X-ray diffraction (XRD) ev...
IDENTITIES FOR THE FRACTIONAL HANKEL TRANSFORM
In the present paper the Parseval-Goldstein type theorems, involving the fractional Hankel, fractional Fourier, and fractional Laplace transform are given. The identities proven in this paper can used to evaluate infinit...
REVIEW OF NUCLEAR TECHNOLOGICAL TRANSFER AS SUPPORT OF THE BEST FUTURE PERFORMANCE
In this paper the authors want to demonstrate with historical arguments the importance of the technological transfer in the nuclear area. Why is it necessary to do this? Because there are many people in the research inst...
INVERSION THEOREM FOR GENERALIZED FRACTIONAL HALF HARTLEY TRANSFORM
This paper is concerned with the definition of generalized fractional half Hartley transform. Fractional half Hartley transform is extended to the distribution of compact support by using the kernel method. We establish...