Assignment 6/7: GANs

Discussion: June 3rd
Deadline: June 2nd, 23:59
No exercise on May 27th!

Guess what, we’re doing GANs this time.

Note: For this assignment and in general, you can upload more than one notebook if you find this better, e.g. to avoid overly long notebooks with a loooong string of pretty much independent experiments.

Basic Setup

Implementing the basic GAN logic isn’t too difficult. You will likely want to use low-level training loops (i.e. GradientTape) because of the non-trvial control flow. There are many examples around the web that can help you get started (but note that many are outdated, e.g. using TF 1.x). For example, there is a DCGAN guide on the TF website.

• Define two models: One that maps from a noise space to data (generator) and one that maps from data to a single number (discriminator). Use whichever dataset you like!
• Train the two models. The simplest setup is to alternate one step of generator training and one step of discriminator training.
• To train D, get a batch of generated samples from G and a batch of real samples from the dataset and minimize D’s classification error. Be sure to only update the parameters of D!
• To train G, generate a batch of samples (in theory you are not supposed to reuse the one generated before, but many implementations will actually do this) and maximize D’s classification error. Be sure to only update the parameters of G!

This should be enough for a functional training procedure. Train some models and generate samples for evaluation. They will most likely be terrible.

Take note: Evaluating whether GAN training is progressing/”working” is difficult. The loss values are not very informative. You will want to take some samples and plot them every so often while training is progressing to get an impression of the current state. However, even this can be misleading: You might run into mode collapse problems early on, which you can take as evidence that training is not working, and stop the process early. However, it could actually happen that the mode collapse “magically” gets fixed over the course of a few training iterations, and diverse samples are produced. For this reason, consider always training for a large number of steps (larger than e.g. VAEs) and just see what happens.

Improving GAN training

GANs are notoriously difficult to train. In the rest of this assignment, you are asked to try out various ways to improve the basic procedure. There are countless advanced GAN variants, but for now you may focus on “tricks” to make the original formulation more stable. Here are some leads:

• The original GAN paper proposes (at the end of section 3) to “flip” the generator loss, which should lead to better gradients early in training.
• This follow-up discusses some techniques for improved training. Some of these are probably a bit much to implement, but you could try things like one-sided label smoothing, minibatch discrimination or making use of class labels (semi-supervised learning).
  • In particular, feature matching can stabilize and speed up GAN training significantly, as well as mitigating mode collapse. Here, you train D as usual, but G is trained with a loss that tries to match the features in D for generated data with those for real data. The paper proposes using “an intermediate layer” of D to get the features, without specifying further. In practice, you can get good results by summing this loss over all or at least a number of layers of D (e.g. after every activation function, or after every second, or…).
• DCGAN is a reference architecture for how to implement GANs with CNNs (though it is outdated by now) and includes many “tricks” that seem to work well in practice. In particular, if using Adam as optimizer, have a look at their hyperparameters (very non-standard).
• ganhacks is a repository of yet more tricks that might help.
• Don’t be afraid to go big! These models can really profit from increased capacity in terms of number of layers and layer sizes.
• It can take literally thousands or even tens of thousands of training steps on more complex datasets until results really start “cleaning up”. Be prepared to wait some time for your final models.

Include as many of these methods as you want/need into your model and try to achieve some nice samples!

Part 2: Advanced GAN Architectures

GANs have come a long way since their original inception in 2014, and discussing and/or implementing all significant improvements is not feasible. Below you can find some more leads for advanced architectures; implement at least one of these, experiment with the associated parameters and compare with your previous implementation. In principle you can also mix and match these methods with each other or the improvements from part 1. Some of these mixes might work well, others not at all…

• Conditional GAN
  • Works for datasets that have class information or any other kind of metadata to condition on.
  • Simply add this information (encoded somehow, e.g. as a one-hot class vector or an embedding) to the generator and discriminator. Now the discriminator can learn to reject/accept data based on the class, and the generator can generate data for specific labels.
• Wasserstein GAN
  • Use a linear output activation in the discriminator.
  • The loss is just the difference between real/fake outputs, flipped for the generator loss.
  • The discriminator includes weight clipping. You can do this easily in Keras using a layer’s kernel_constraint and bias_constraint arguments and the clip_by_value function. All layers with weights need to have such constraints! Be careful with normalization layers such as Batch Normalization, as these could easily “break” the discriminator by rescaling the outputs to arbitrary ranges.
  • Usually the discriminator is trained for several steps each time (e.g. 5-10 discriminator steps per generator steps).
• Improved Wasserstein GAN
  • Remove the weight clipping from the WGAN.
  • Add the gradient penalty as described in the paper:
    • Create an “interpolation batch” between the real and generated batches.
    • Run this batch through the critic, and compute gradients of the critic’s output with respect to the input batch. Note that this means having a GradientTape (to compute input gradients) inside another one (to compute parameter gradients), but this is fine.
    • Compute the deviation of these gradients from the desired value of 1, and add this term to the original loss function, scaled by some factor.
• Least Squares GAN
  • Simple: Use a linear output activation in the discriminator, and a squared error loss function. However, note in the paper that there are different choices for what numbers you use as labels for real/fake data.
• Spectral Normalization
  • Heavy on theory, but to implement this you basically just need to wrap all layers in D that have weights in a SpectralNormalization object you can find in tensorflow_addons.layers. You should also remove all other normalization layers such as batchnorm from D, and only use “contractive” activation functions (ReLU and LeakyReLU are fine).
  • In principle, you can view this as enforcing a 1-Lipschitz constraint, instead of only regularizing for it as in the WGAN. However, you can use spectral normalization with any kind of GAN loss (cross-entropy, least-squares, Wasserstein…).
• Progressive Growing, StyleGAN or StyleGAN2 (these will all require significantly more effort to implement).