Meta-Llama-3.1-70B-Instruct-quantized.w4a16

Maintained By
neuralmagic

Meta-Llama-3.1-70B-Instruct-quantized.w4a16

PropertyValue
Parameter Count70B
QuantizationINT4 (4-bit precision)
LicenseLlama3.1
PaperGPTQ Paper
Languages Supported8 (en, de, fr, it, pt, hi, es, th)

What is Meta-Llama-3.1-70B-Instruct-quantized.w4a16?

This is a highly optimized version of Meta's Llama 3.1 70B model, specifically designed for efficient deployment while maintaining near-original performance. The model employs 4-bit weight quantization, reducing disk and GPU memory requirements by approximately 75% compared to the original model.

Implementation Details

The model utilizes GPTQ quantization algorithm with symmetric per-channel quantization, applied specifically to linear operators within transformer blocks. The implementation achieved remarkable performance recovery across multiple benchmarks, including 100% recovery on Arena-Hard evaluation and 99.4% on OpenLLM v1.

  • Quantization uses 1% damping factor
  • Calibrated on 512 sequences of 8,192 tokens
  • Supports deployment via vLLM backend
  • Compatible with OpenAI-style serving

Core Capabilities

  • Multiple-choice reasoning with 99.5% recovery on MMLU
  • Mathematical reasoning with 99% recovery on GSM-8K
  • Code generation with 101% recovery on HumanEval pass@1
  • Supports 8 different languages for text generation
  • Optimized for assistant-like chat applications

Frequently Asked Questions

Q: What makes this model unique?

This model stands out for achieving extreme efficiency through 4-bit quantization while maintaining practically identical performance to the original 70B model. It's particularly noteworthy for its consistent performance across diverse tasks, from mathematical reasoning to code generation.

Q: What are the recommended use cases?

The model is best suited for commercial and research applications requiring assistant-like chat capabilities in English. It's particularly effective for tasks involving multiple-choice reasoning, mathematical problem-solving, and code generation, while requiring significantly less computational resources than the original model.

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