NeurApp
NeurApp
NeurApp

NeurApp

0 Reviews

FREE

App specs:

License

PAID

Version

NeurApp 1.3

LatestUpdate

Last updated

OS

Windows 10 32/64 bit
Windows 2003
Windows 8 32/64 bit
Windows 7 32/64 bit
Windows Vista 32/64 bit
Windows XP 32/64 bit
Windows 2K

Language

EN

NeurApp (Neural Approximate) is a user-friendly GUI based on IGLib, which can help you explore approximation by artificial neural networks (ANNs). It supports both 1D and 2D artificial neural network models, giving you the possibility to specify parameters and plot results.

It's not necessary to setup this tool since you can unzip the downloaded archive and double-click the .exe to reach the main app window. However, it cannot work unless you have .NET Framework or Mono installed on your computer.

The interface is based on a large window with two tabs for separately configuring settings when it comes to 1D and 2D approximation. For 1D mode, you can enable a function defined by the user and set the number of training samples, along with bounds.

For 2D approximation mode, it's possible to specify the training points on the X and Y axis, as well as to customize visualization settings related to the training points, original, approximation and contour graphs.

In both cases, you can also set application error values (maximum and RMS training and verification), enter the number of neurons in hidden layers, set the max epochs and epochs in bundle, enter the RMS, learning rate and momentum, as well as indicate the input and output safety factor.

The network can be trained with one click when everything is ready in NeurApp. Also, you can reset everything to default to restart from scratch. Unfortunately, there are no options implemented for copying the graph or data to the clipboard, exporting them to files, or printing them.

The tool worked smoothly on Windows 10 in our tests. It had minimal impact on the computer's performance and generated neural network models quickly.

All aspects considered, NeurApp offers a simple solution for producing ANN models based on 1D and 2D approximation settings.

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