A package to generate and train a UNET deep convolutional network for 2D and 3D image segmentation

• Information
• Install toolbox
• Using the toolbox
• Functionality
• Visualization
• Example

UNET is developed for Mathematica. It contains the following toolboxes:

• UnetCore
• UnetSupport

Documentation of all functions and their options is fully integrated in the Mathematica documentation. The toolbox always works within the latest version of Mathematica and does not support any backward compatibility.

All code and documentation is maintained and uploaded to github using Workbench.

Install the toolbox in the Mathematica UserBaseDirectory > Applications.

FileNameJoin[{$UserBaseDirectory, "Applications"}]

The toolbox can be loaded by using <<UNET`

The notbook UNET.nb shows examples of how to use the toolbox on artificially generated 2D data. There are also examples how to visualize the layer of your trained network and how to visualize the training itself.

The network supports multi channel inputs and multi class segmentation.

• UNET generates a UNET convolutional network.

  • 2D UNET
    
  • 3D UNET
    
  • Loss Layers: Training the data is done using two loss layers: a SoftDiceLossLayer, BrierLossLayer and a CrossEntropyLossLayer.
    

• Convuluation blocks: The toobox contains five different convolution blocks that build up the network: UNET, UResNet, RestNet, UDenseNet, DensNet.
  

• Network complexity for each of the blocks and for 2D and 3D UNET.
  

• SplitTrainData splits the data and labels into training, validation and test data.
  

• TrainUNET trains the network.
  

• Training is done with random batch selection that allows for on the fly data augmentation.
  

• Visualize the network and results
  • Visualize the layers
    
  • Results
    
  • Visualize the training
    
    

*Example: 3D segmentation of lower leg muscles using MRI data.

https://opensource.org/licenses/MIT

Some code was based on https://github.com/alihashmiii/UNet-Segmentation-Wolfram