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Leslie S. Smith

Researcher at University of Stirling

Publications -  132
Citations -  2422

Leslie S. Smith is an academic researcher from University of Stirling. The author has contributed to research in topics: Artificial neural network & Neuromorphic engineering. The author has an hindex of 23, co-authored 132 publications receiving 2245 citations. Previous affiliations of Leslie S. Smith include University of Newcastle & Imperial College London.

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Feature subset selection in large dimensionality domains

TL;DR: This work presents a hybrid algorithm, SAGA, that combines the ability to avoid being trapped in a local minimum of simulated annealing with the very high rate of convergence of the crossover operator of genetic algorithms, the strong local search ability of greedy algorithms and the high computational efficiency of generalized regression neural networks.
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The principal components of natural images

TL;DR: In this paper, a neural network was used to analyse samples of natural images and text, where components resemble derivatives of Gaussian operators, similar to those found in visual cortex and inferred from psychophysics.
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A neural network-based framework for the reconstruction of incomplete data sets

TL;DR: A novel nonparametric algorithm Generalized regression neural network Ensemble for Multiple Imputation (GEMI) is proposed and a single imputation (SI) version of this approach-GESI is developed.
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A novel neural network ensemble architecture for time series forecasting

TL;DR: A novel homogeneous neural network ensemble approach called Generalized Regression Neural Network (GEFTS-GRNN) Ensemble for Forecasting Time Series, which is a concatenation of existing machine learning algorithms.
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A tool for synthesizing spike trains with realistic interference

TL;DR: An analysis of the transmission of intracellular signals from neurons to an extracellular electrode, and a set of MATLAB functions based on this analysis that generate realistic but controllable synthetic signals that can be used to generate realistic (non-Gaussian) background noise.