
Explore the derivation of the loss functions in the original gan paper, linking real and generated image distributions through the discriminator and generator, with binary cross-entropy and Nash equilibrium.
Explore the GAN architecture used as a tunable hyperparameter for 28x28 images, including convolutional and transposed layers, relu and leaky relu activations, normalization, and a final dense output.
When running the code to visualize the mist dataset, line 4 is:
numpy_imgs = next(tfds.as_numpy(ds))[1]
If this throws an error for you, use:
numpy_imgs = next(iter(tfds.as_numpy(ds)))[1]
Define the unconditional generator and discriminator architectures, detailing dense and conv layers, batch normalization with training, leaky relu, Xavier initialization, and tanh outputs.
There was a mistake in the first line of this video. Instead of only using tf.autograph.set_verbosity(0, False), add a new line with the following code:
tf.logging.set_verbosity(tf.logging.ERROR)
Analyze the results from training with minimax loss, noting non-numeric outputs and the poor performance, and compare the impact of non-saturating and modified loss functions on gradients.
Observe the sustained loss model finishing training and showing lower distance values (23 down to 14) than the other model. Plot the generator’s predictions to generate random images.
Want to learn how to build a Generative Adversarial Network (GAN) from scratch without drowning in jargon? This course walks you through it step by step.
First, we break the model into its two main players. The generator takes random numbers and tries to turn them into believable images. The discriminator looks at both real and fake pictures and guesses which is which. They train together like friendly rivals, each round makes the generator better at faking and the discriminator sharper at spotting fakes.
Next, we talk about how they learn. You’ll see the basic “real vs fake” loss used in vanilla GANs, plus newer options like Wasserstein loss that often keep training steady. To measure progress, we swap confusing loss curves for a clearer score called Frechet Inception Distance (FID). Lower FID means your images look more like the real thing, and we’ll show you exactly how to compute it.
Finally, we put everything into code. Using Python and TensorFlow 2, you’ll write a clean training loop, run it on a GPU, and add simple tricks, like label smoothing and spectral normalization, that help the model learn faster and avoid weird artifacts. We start with MNIST digits, but the code is written so you can plug in any image set (pets, landscapes, medical scans) without major changes.