Transformers are a type of deep learning architecture that processes sequential data by leveraging *self-attention* mechanisms rather than the recurrent layers typically found in traditional models for sequential processing, such as Recurrent Neural Networks (RNNs) and Long Short-Term Memory (LSTM) networks. Introduced in the 2017 paper *Attention is All You Need* by Vaswani et al., Transformers have revolutionized natural language processing (NLP), enabling models to capture long-range dependencies within sequences with improved efficiency. Transformers are designed with an *encoder-decoder structure*, making them versatile for a wide range of applications, from language translation to text generation and beyond.
The Transformer model is built on a stack of encoder and decoder layers, each containing two main components: multi-head self-attention and feed-forward neural networks. Both the encoder and decoder modules are composed of identical layers repeated multiple times (often between 6 and 12), with each layer adding greater representational depth and improving the model's ability to learn complex relationships within the data.
Self-attention is the core mechanism of the Transformer, enabling it to process entire sequences by determining the importance of each token in relation to others. Self-attention involves creating *query (Q)*, *key (K)*, and *value (V)* vectors for each token in the sequence. For a token to attend to another, the similarity between the query and key vectors is calculated, determining the attention score. Each token’s output is a weighted sum of the values, scaled by these attention scores.
Since Transformers lack inherent sequence order (unlike RNNs), positional encoding is introduced to capture token position within sequences. Positional encoding adds distinct values to each token embedding based on its position, allowing the model to recognize token order. The positional encoding for a token at position `pos` with embedding dimension `i` is calculated as follows:
where `d_model` is the model dimension. The sine and cosine functions produce unique, continuous values that encode positional information effectively for all positions in a sequence.
The Transformer model is trained to predict the next token in the sequence based on the input sequence, often using a cross-entropy loss function to maximize the likelihood of generating correct tokens. In a language modeling context, for a target output sequence `Y`, the model aims to minimize the following objective:
`L = -Σ log P(y_t | y_1, ..., y_(t-1), X)`
where `y_t` is the token at position `t` in the output sequence, `X` is the input sequence, and the summation is over all tokens in `Y`. This objective ensures that each predicted token in `Y` aligns as closely as possible with the ground truth.
Transformers are more computationally efficient and scalable than RNN-based architectures for sequence processing. By leveraging self-attention, the Transformer can parallelize computation, processing all tokens in a sequence simultaneously rather than sequentially. This parallelism allows the model to handle significantly larger datasets and longer sequences with improved speed, leading to advancements in large-scale NLP applications.
Transformers have become the standard for NLP tasks, leading to the development of widely used models like BERT, GPT, T5, and others that rely on this architecture. Their adaptability extends beyond NLP, impacting areas such as computer vision, speech recognition, and protein folding by capturing complex dependencies and patterns effectively. The Transformer’s self-attention mechanism and encoder-decoder structure continue to be foundational in research and applications across multiple fields.