- Organization
Contact Person |
Ryohei
Nakano |
Affiliation |
NTT Communication Science Labs. |
Title |
Senior Research Scientist, Supervisor |
Research Area |
Adaptive Computation, Neural Networks |
Last Graduated & Year Graduated |
University of Tokyo, 1971 |
Degree |
Doctor of Engineering |
Date of Birth |
1947 |
Research Partner |
Kazumi Saito |
Affiliation |
NTT R&D Management Department |
Title |
Associate Manager |
Research Area |
Neural Networks, Machine Learning |
Last Graduated & Year Graduated |
Keio University, 1985 |
Degree |
Doctor of Engineering |
Year of Birth |
1963 |
- Project Name
Discovery of Nonlinear Rules from Numerical Database
- Objective
In many numeric data of multiple variates, there may exist nonlinear relationship
(rules) among variates. Discovering such nonlinear rules is an important
research topic. As nonlinear rules, we assume polynomials with real exponents.
A problem of finding such polynomials from numeric data can be formalized
as neural networks learning. Since the learning is known quite difficult,
we employ a very efficient 2nd-order supervised learning algorithm called
BPQ. The tradeoff between the model complexity and the fitting accuracy
will be solved by employing the MDL (Minimum Description Length) princple.
We will investigate the computational characteristics (ex. scalability,
noise tolerance) of the law discovery method using neural networks, and
moreover will try to extend the method to include qualitative variates
(nominal or ordinal ones) as well as quantitative ones.
- List of Selected Publications
- K.Saito and R.Nakano: A connectionist approach to numeric law discovery
(in Japanese), Trans. of IPSJ, Vol.37, No.9, pp.1708-1716 (1996).
- K. Saito and R. Nakano: Partial BFGS update and efficient step-length
calculation for three-layer neural networks, Neural Computation, Vol.9,
No.1, pp.239--257 (1997).
- K. Saito and R. Nakano: Law discovery using neural networks, Proc.
of 15th International Joint Conference on Artificial Intelligence (IJCAI
'97), pp.1078--1083 (1997).
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