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Hierarchical Encoder

Part of the deep autoencoder that progressively reduces data dimensionality through multiple layers, capturing increasingly complex abstractions.

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Hierarchical Decoder

Part of the deep autoencoder that reconstructs the original data from the compressed latent representation, reversing the encoder process layer by layer.

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Deep Latent Space

Low-dimensional compressed representation of data, learned by the central layers of the deep autoencoder, where the most important features are encoded.

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Bottleneck

Central layer of the autoencoder with the lowest dimensionality, forcing the network to learn the most concise and informative representation of the data.

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Layer-wise Pre-training

Weight initialization technique for a deep autoencoder by sequentially training each encoder-decoder pair as a shallow autoencoder, improving convergence.

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Deep Denoising Autoencoder

Deep autoencoder variant trained to reconstruct clean data from noise-corrupted versions, promoting the learning of robust features.

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Deep Variational Autoencoder (VAE)

Deep autoencoder where the latent space is constrained to follow a probabilistic distribution (typically Gaussian), enabling new data generation and interpolation.

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Sparsity Regularization

Technique adding a penalty to the cost function to encourage neurons in the latent layer to be mostly inactive, promoting more discriminative representations.

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Deep Convolutional Autoencoder

Deep autoencoder architecture using convolution and pooling layers to efficiently process structured data like images, capturing spatial patterns.

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Factor Disentanglement

Advanced objective aiming for each dimension of the latent space in a deep autoencoder to encode an independent and interpretable semantic variation factor.

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Deep Contractive Autoencoder

Deep autoencoder penalized for being insensitive to small variations in input data, promoting the learning of stable and generalizable representations.

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Glorot/Xavier Initialization

Method for initializing neuron weights in a deep autoencoder, crucial for avoiding vanishing or exploding gradient problems during training.

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