Deep Learning – IIT Ropar Week 6 Assignment Answers
Deep Learning – IIT Ropar Week 6 Assignment Answers (Jan-Apr 2026)
1. The team designs an autoencoder with a hidden layer of size 40. What is the main effect of this design choice?
- It converts the task into supervised learning
- It enforces compression of input information
- It guarantees exact reconstruction under all conditions
- It removes the need for explicit regularization during training
Answer : b
2. Why could choosing a hidden layer larger than the input dimension be problematic in this scenario?
- It significantly slows down inference during deployment
- It restricts the diversity of learned features
- It may allow the model to learn an identity mapping
- It prevents anomaly detection by eliminating reconstruction error
Answer : c
3. Which decoder activation function is most appropriate for reconstructing the original sensor values?
- Sigmoid
- tanh
- Linear
- Softmax
Answer : c
4. The team notices that reconstruction error is consistently higher for certain late-night data samples. What is the most reasonable explanation?
- The optimizer is failing to converge properly
- These samples differ from the training distribution
- The decoder weights are accidentally frozen
- The loss function is incorrectly scaled across batches
Answer : b
5. Why is mean squared error a suitable loss function for this autoencoder?
- It promotes sparsity in hidden layers automatically
- It models continuous outputs with Gaussian noise assumptions
- It requires sigmoid activations in the decoder
- It is unaffected by feature scaling or normalization
Answer : b
6. Even after normalizing the sensor inputs, which statement remains valid?
- Binary cross-entropy becomes preferable for reconstruction
- Linear decoders are still appropriate
- Outputs must be strictly binary
- PCA equivalence no longer holds in practice
Answer : b
7. Under which conditions does an autoencoder behave similarly to PCA?
- Nonlinear encoder with dropout regularization
- Linear encoder, linear decoder, squared error loss
- Sparse encoder with sigmoid activation
- Overcomplete hidden representation with constraints
Answer : b
8. Despite this similarity, why might PCA still be preferred in some cases?
- PCA supports nonlinear mappings
- PCA has a closed-form solution and stable optimization
- PCA requires labeled data for training
- PCA produces lower-dimensional outputs by default
Answer : b
9. Which autoencoder variant is most suitable for learning robust representations from corrupted inputs?
- Linear autoencoder
- Overcomplete autoencoder
- Denoising autoencoder
- PCA-based encoder
Answer : c
10. What is the defining characteristic of this training strategy?
- Introducing labels during reconstruction
- Randomly corrupting inputs during training
- Increasing decoder depth significantly
- Sharing encoder weights across layers
Answer : b
11. Why might a standard autoencoder perform poorly when tested on noisy medical data?
- It requires supervised labels for learning
- It assumes binary inputs by design
- It may overfit to clean training data
- It enforces strong regularization by default
Answer : c
12. The team introduces a sparsity constraint on the hidden layer. What is the intended outcome?
- Faster gradient updates during backpropagation
- Learning selective and interpretable features
- Guaranteed dimensionality reduction
- Removal of all noise from inputs
Answer : b
13. Which regularization technique explicitly penalizes sensitivity of hidden representations to small input changes?
- Weight decay
- Dropout
- Contractive regularization
- Early stopping
Answer : c
14. Why is learning a trivial identity mapping particularly harmful in medical signal analysis?
- It increases inference time on edge devices
- It hides abnormal or clinically relevant patterns
- It causes unstable gradients during training
- It reduces the depth of the network
Answer : b
15. Which combination best helps prevent identity mapping in high-capacity autoencoders?
- Larger hidden layers without constraints
- Noise injection, sparsity, and contractive penalties
- Linear encoders with no regularization
- Removing the decoder entirely
Answer : b