Attention Mechanism

Inter-Token Communication mechanism

해당 단어의 출력 직전의 Latent vector는 입력 직후의 벡터와 유사할 것이다라는 가정 하에 시작

입력 시퀀스가 길어지면 출력 시퀀스의 정확도가 떨어지는 것을 보정해주기 위한 등장한 기법으로 순서정보가 고려되지 않는다

Attention is how much weight the query word should give each word in the sentence. This is computed via a dot product between the query vector and all the key vectors. These dot products then go through a softmax which makes the attention scores (across all keys) sum to 1.

Q - What am I looking for

K - What do I contain

V - What I communicate to another token

Attention Score (through Q, K)

Attention Distribution (attention weight)

Attention Value (attention weight, V)

Attention output is softmax(QK)V

Attention-Mechanism Notion

Attention Mechanism Type

Attention Distribution

Local/Global Attention

Soft/Hard Attention

Scaled Attention

Attention Mechanism usages

Attention Mechanism Optimization

Attention Mechanism abstraction

Reverse Engineering Attention

Andrej Karpathy denoted that

Attention is a communication mechanism. Can be seen as nodes in a directed graph looking at each other and aggregating information with a weighted sum from all nodes that point to them, with data-dependent weights.

There is no notion of space (position). Attention simply acts over a set of vectors. This is why we need to positionally encode tokens.

Each example across batch dimension is of course processed completely independently and never "talk" to each other

In an "encoder" attention block just delete the single line that does masking with tril, allowing all tokens to communicate. This block here is called a "decoder" attention block because it has triangular masking, and is usually used in autoregressive settings, like language modeling.

"self-attention" just means that the keys and values are produced from the same source as queries. In "cross-attention", the queries still get produced from x, but the keys and values come from some other, external source (e.g. an encoder module)

"Scaled" attention additional divides wei by 1/sqrt(head_size). This makes it so when input Q,K are unit variance, wei will be unit variance too and Softmax will stay diffuse and not saturate too much. Illustration below