Data classification with multilayer perceptrons using a generalized error function

LM Silva, JM de Sá, LA Alexandre - Neural Networks, 2008 - Elsevier
The learning process of a multilayer perceptron requires the optimization of an error function
E (y, t) comparing the predicted output, y, and the observed target, t. We review some usual …

[图书][B] Data mining for business applications

L Cao, SY Philip, C Zhang, H Zhang - 2008 - books.google.com
Data Mining for Business Applications presents the state-of-the-art research and
development outcomes on methodologies, techniques, approaches and successful …

Secure multimedia transmission over RTP

F Almasalha, N Agarwal… - 2008 Tenth IEEE …, 2008 - ieeexplore.ieee.org
The evolution of wireless handsets from simple mobile phones to smart devices, capable of
capturing multimedia information and accessing Internet, has enabled its users to share …

SubClass: Classification of multidimensional noisy data using subspace clusters

I Assent, R Krieger, P Welter, J Herbers… - Advances in Knowledge …, 2008 - Springer
Classification has been widely studied and successfully employed in various application
domains. In multidimensional noisy settings, however, classification accuracy may be …

Neural networks with error-density risk functionals for data classification

LMA da Silva - 2008 - search.proquest.com
The principle of minimum error-entropy-MEE-has been recently proposed as a new learning
paradigm, where a measure of error entropy is used as risk functional. This principle can be …

[PDF][PDF] Classification of multilayer neural networks using cross entropy and mean square errors

H Rady - El Shorouk J ACM–Adv Comput Sci, 2008 - journals.ekb.eg
The last years have witnessed an increasing attention to entropy based criteria in adaptive
systems. Several principles were proposed based on the maximization or minimization of …

[PDF][PDF] Efficient density based methods for knowledge discovery in databases

R Krieger - 2008 - core.ac.uk
In this chapter, we focus on eliminating the dimensionality bias. We give a formal definition
of dimensionality bias and analyze consequences for subspace clustering. A new density …