What happens to inference performance with LoRA?

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Multiple Choice

What happens to inference performance with LoRA?

Explanation:
LoRA trains by adding small, low-rank adapters to the model’s layers, creating a modest, trainable adjustment ΔW to the original weights W (often written as ΔW = α A B). The key idea is that you can fold this adjustment into the base weights for deployment, turning W into W' = W + α A B and effectively removing the extra adapter path during inference. Once merged, the forward pass uses a single weight matrix, just like the original model, so the runtime latency remains the same as, or essentially equal to, the base model. This fusion is why the best answer emphasizes no additional latency after merging. If you kept the adapters separate, you’d incur additional computations from the extra matrices, but the standard practice is to merge for efficient inference.

LoRA trains by adding small, low-rank adapters to the model’s layers, creating a modest, trainable adjustment ΔW to the original weights W (often written as ΔW = α A B). The key idea is that you can fold this adjustment into the base weights for deployment, turning W into W' = W + α A B and effectively removing the extra adapter path during inference. Once merged, the forward pass uses a single weight matrix, just like the original model, so the runtime latency remains the same as, or essentially equal to, the base model. This fusion is why the best answer emphasizes no additional latency after merging. If you kept the adapters separate, you’d incur additional computations from the extra matrices, but the standard practice is to merge for efficient inference.

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