Comment on a recent sensitivity analysis of radial base function and multi-layer feed-forward neural network models

被引:11
作者
Faber, K [1 ]
Kowalski, BR [1 ]
机构
[1] UNIV WASHINGTON,CTR PROC ANALYT CHEM,SEATTLE,WA 98195
关键词
comment; sensitivity analysis; radial base function; multi-layered feed-forward; neural networks;
D O I
10.1016/0169-7439(96)00017-2
中图分类号
TP [自动化技术、计算机技术];
学科分类号
0812 ;
摘要
Radial base function (RBF) and multi-layered feed-forward (MLF) networks are two popular types of neural network models. They have recently been compared with respect to their sensitivity to random errors in the input space using Monte Carlo simulations. In this paper it is shown that the major conclusion drawn from the comparison is invalid, i.e. the MLF network is nos more sensitive to random errors than the RBF network for the modeling of the relation between the physical structure and mechanical properties of poly (ethylene terephtalate) yarns. This is a useful result, since the MLF network has the additional advantage of being computationally less expensive. Furthermore, it is shown that theoretical error propagation offers a promising route to the development of prediction intervals for the particular modeling application of interest.
引用
收藏
页码:293 / 297
页数:5
相关论文
共 8 条
[1]   ROBUSTNESS ANALYSIS OF RADIAL BASE FUNCTION AND MULTILAYERED FEEDFORWARD NEURAL-NETWORK MODELS [J].
DERKS, EPPA ;
PASTOR, MSS ;
BUYDENS, LMC .
CHEMOMETRICS AND INTELLIGENT LABORATORY SYSTEMS, 1995, 28 (01) :49-60
[2]   NEURAL NETWORKS USED AS A SOFT-MODELING TECHNIQUE FOR QUANTITATIVE DESCRIPTION OF THE RELATION BETWEEN PHYSICAL STRUCTURE AND MECHANICAL-PROPERTIES OF POLY(ETHYLENE-TEREPHTHALATE) YARNS [J].
DEWEIJER, AP ;
BUYDENS, L ;
KATEMAN, G ;
HEUVEL, HM .
CHEMOMETRICS AND INTELLIGENT LABORATORY SYSTEMS, 1992, 16 (01) :77-86
[3]   STANDARD ERRORS IN THE EIGENVALUES OF A CROSS-PRODUCT MATRIX - THEORY AND APPLICATIONS [J].
FABER, NM ;
BUYDENS, LMC ;
KATEMAN, G .
JOURNAL OF CHEMOMETRICS, 1993, 7 (06) :495-526
[4]  
FABER NM, UNPUB J CHEMOM
[5]   AN APPROACH TO INTERVAL ESTIMATION IN PARTIAL LEAST-SQUARES REGRESSION [J].
PHATAK, A ;
REILLY, PM ;
PENLIDIS, A .
ANALYTICA CHIMICA ACTA, 1993, 277 (02) :495-501
[6]  
PHATAK A, 1993, THESIS U WATERLOO WA
[7]  
Press W.H., 1992, NUMERICAL RECIPES FO
[8]   THE PARSIMONY PRINCIPLE APPLIED TO MULTIVARIATE CALIBRATION [J].
SEASHOLTZ, MB ;
KOWALSKI, B .
ANALYTICA CHIMICA ACTA, 1993, 277 (02) :165-177