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Interval Function Approximation and Applications
Advanced Information and Knowledge Processing - Knowledge Processing with Interval and Soft Computing
◽
10.1007/978-1-84800-326-2_5
◽
2008
◽
pp. 119-134
◽
Cited By ~ 1
Author(s):
Chenyi Hu
◽
Ling T He
◽
Shanying Xu
Keyword(s):
Function Approximation
◽
Interval Function
Download Full-text
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Interval Function Approximation Techniques
Modeling Invasive Alien Plant Species
◽
10.1201/9781003193807-5
◽
2021
◽
pp. 39-48
Author(s):
H.O.W. Peiris
◽
S. Chakraverty
◽
S.S.N. Perera
◽
S.M.W. Ranwala
Keyword(s):
Function Approximation
◽
Interval Function
◽
Approximation Techniques
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Using Interval Function Approximation to Estimate Uncertainty
Advances in Soft Computing - Interval / Probabilistic Uncertainty and Non-Classical Logics
◽
10.1007/978-3-540-77664-2_26
◽
2008
◽
pp. 341-352
◽
Cited By ~ 4
Author(s):
Chenyi Hu
Keyword(s):
Function Approximation
◽
Interval Function
◽
Estimate Uncertainty
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On the Use of Function Approximation Potential of Artificial Neural Networks for Predicting Elastic Moduli of Binary Oxide Glass Systems
Global Journal For Research Analysis
◽
10.15373/22778160/february2014/60
◽
2012
◽
Vol 3
(2)
◽
pp. 186-189
Author(s):
Dr.R.Sheelarani Dr.R.Sheelarani
◽
◽
Dr. K.T. Arulmozhi Dr. K.T. Arulmozhi
Keyword(s):
Neural Networks
◽
Artificial Neural Networks
◽
Function Approximation
◽
Elastic Moduli
◽
Binary Oxide
◽
Oxide Glass
◽
Artificial Neural
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A Technique for Improving the Positioning Accuracy of Maximum-Correlation Radio Navigation Systems Through the Use of Decision Function Approximation Methods
Telecommunications and Radio Engineering
◽
10.1615/telecomradeng.v58.i9-10.150
◽
2002
◽
Vol 58
(9-10)
◽
pp. 9
Author(s):
Valeriy Ivanovich Antyufeev
◽
I.E. Bakulin
◽
V. N. Bykov
◽
A. M. Grichanyuk
◽
T.V. Miroshnik-Bykova
Keyword(s):
Function Approximation
◽
Decision Function
◽
Approximation Methods
◽
Navigation Systems
◽
Maximum Correlation
◽
Positioning Accuracy
◽
Radio Navigation
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A function approximation approach to anomaly detection in propulsionsystem test data
10.2514/6.1993-1776
◽
1993
◽
Cited By ~ 1
Author(s):
BRUCE WHITEHEAD
◽
W. HOYT
Keyword(s):
Anomaly Detection
◽
Test Data
◽
Function Approximation
◽
Approximation Approach
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Stochastic Simulation Techniques for Partition Function Approximation of Gibbs Random Field Images
10.21236/ada238611
◽
1991
◽
Cited By ~ 4
Author(s):
Gerasimos Potamianos
◽
John Goutsias
Keyword(s):
Partition Function
◽
Random Field
◽
Stochastic Simulation
◽
Function Approximation
◽
Gibbs Random Field
◽
Simulation Techniques
Download Full-text
Reconfigurable field‐programmable gate array‐based on‐chip learning neuromorphic digital implementation for nonlinear function approximation
International Journal of Circuit Theory and Applications
◽
10.1002/cta.3075
◽
2021
◽
Author(s):
Morteza Gholami
◽
Edris Zaman Farsa
◽
Gholamreza Karimi
Keyword(s):
Field Programmable Gate Array
◽
Function Approximation
◽
Nonlinear Function
◽
Digital Implementation
◽
Field Programmable
◽
Gate Array
◽
On Chip
◽
Nonlinear Function Approximation
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Gradient based empirical cumulative distribution function approximation for robust aerodynamic design
Aerospace Science and Technology
◽
10.1016/j.ast.2021.106630
◽
2021
◽
pp. 106630
Author(s):
Elisa Morales
◽
Andrea Bornaccioni
◽
Domenico Quagliarella
◽
Renato Tognaccini
Keyword(s):
Distribution Function
◽
Function Approximation
◽
Cumulative Distribution Function
◽
Cumulative Distribution
◽
Aerodynamic Design
◽
Empirical Cumulative Distribution Function
◽
Gradient Based
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Optimal function approximation with ReLU neural networks
Neurocomputing
◽
10.1016/j.neucom.2021.01.007
◽
2021
◽
Vol 435
◽
pp. 216-227
Author(s):
Bo Liu
◽
Yi Liang
Keyword(s):
Neural Networks
◽
Function Approximation
◽
Optimal Function
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Thermal analysis of a moving fin using the radial basis function approximation
Heat Transfer
◽
10.1002/htj.22242
◽
2021
◽
Author(s):
Maryam Fallah Najafabadi
◽
Hossein Talebi Rostami
◽
Khashayar Hosseinzadeh
◽
Davood Domiri Ganji
Keyword(s):
Thermal Analysis
◽
Radial Basis Function
◽
Basis Function
◽
Function Approximation
◽
Radial Basis
◽
Radial Basis Function Approximation
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