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Advanced Computer Vision Assignment 2

Individual Assignment (100 points)

Instructions

  • Submit the paper review as a word or pdf file.
  • Submit code as a Python notebook (.ipynb) file along with the HTML version.
  • Write elegant code with substantial comments. If you have reused code from a website add the links as reference.
  1. Paper Review – Select and review a technical paper from the list of papers in Group 2(40)
  2. Build a small neural network using Tensorflow without using the Keras API. (20)
    • Train the model on an artificially generated dataset of your choice.
    • You may use TF API functions such as GradientTape or SGD optimizer for backpropagation.
  3. Build a Deep Learning model using Keras to classify the Diabetes dataset. (25)
    • a) Use a fixed number of Epochs or Early Stopping, a batch size and optimizer of your choice.
    • b) Make the following changes to your architecture and describe how it impact model performance? Use comparative loss/accuracy plots as needed to describe the difference in convergence with and without these hyperparameters. Use Tensorboard to analyze the model graph and results from the metrics.
      • i) Add more hidden layers.
      • ii) Add Batch Normalization in one or more layers.
      • iii) Add L1/L2 regularization in one or more layers.
      • iv) Add Dropout in one or more layers.
    • c) Explain how adding various hyperparameters may have impacted model performance.
    • d) Summarize the model architecture and provide a manual calculation for the total number of parameters used in your neural network and check your results with Keras summary.
    • e) Compare model performance metrics (Accuracy, F1 Score, Confusion Matrix, etc.), with at least two classical machine learning models built using sklearn.
  4. Neural networks are Universal Function Approximators. Build two models using Keras – one to learn the Sine function and the second to learn other arbitrary but non-trivial function of your choice. (15) - Plot the learned mapping for a given range (-𝜋, 𝜋) and compare it with the Sine wave for the first model and a suitable range for the second model. - Summarize the model architectures for both models.