## [Chart Type]: Throughput vs. Latency for Language Models (LLaMA-7B, Vicuna-13B) and Their Variants
### Overview
The image contains 8 line charts (2 rows × 4 columns) comparing **throughput (tokens/s)** vs. **latency (s)** for two base models (LLaMA-7B, Vicuna-13B) and their pruned/optimized variants (LLM-Pruner, FLAP, “Ours”) under different input (12, 82 tokens) and output (128, 512 tokens) lengths.
### Components/Axes
- **Y-axis**: Throughput (tokens/s) (logarithmic scale: 32, 64, 128, 256, 512, 1024, 2048, 4096, 8192 for 128 output; 32–2048 for 512 output).
- **X-axis**: Latency (s) (linear scale: 2–9 for 128 output; 7–23 for 512 output).
- **Legend**:
- LLaMA-7B (gray ×), LLM-Pruner 4.9B (green △), FLAP 4.9B (green ○), Ours 4.9B (blue □) (top row).
- Vicuna-13B (gray ×), LLM-Pruner 9.2B (green △), FLAP 9.5B (green ○), Ours 9.5B (blue □) (bottom row).
- **Data Points**: Labeled with “M1, M8, M16, M32, M64, M128, M256, M384” (likely representing model configurations, e.g., batch size or sequence length).
### Detailed Analysis (Per Chart)
#### 1. LLaMA-7B, 128 Output Tokens, 12 Input Tokens
- **LLaMA-7B (gray ×)**: Throughput rises with latency, plateauing at ~4096 tokens/s (M64–M384, latency ~4–7s).
- **LLM-Pruner 4.9B (green △)**: Throughput rises with latency, plateauing at ~4096 tokens/s (M128–M256, latency ~5.5–6s).
- **FLAP 4.9B (green ○)**: Similar to LLM-Pruner (plateau ~4096 tokens/s).
- **Ours 4.9B (blue □)**: Throughput rises with latency, reaching ~8192 tokens/s (M384, latency ~7s) – higher than LLaMA-7B.
#### 2. LLaMA-7B, 128 Output Tokens, 82 Input Tokens
- Trends mirror 12 Input Tokens, with “Ours 4.9B” outperforming LLaMA-7B and pruned models.
#### 3. LLaMA-7B, 512 Output Tokens, 12 Input Tokens
- **Y-axis max**: 2048 tokens/s (lower than 128 output, as expected for longer outputs).
- **LLaMA-7B (gray ×)**: Plateaus at ~2048 tokens/s (M32–M64, latency ~10–11s).
- **Ours 4.9B (blue □)**: Matches LLaMA-7B’s throughput at similar latency.
#### 4. LLaMA-7B, 512 Output Tokens, 82 Input Tokens
- Trends mirror 12 Input Tokens, with “Ours 4.9B” performing comparably to LLaMA-7B.
#### 5. Vicuna-13B, 128 Output Tokens, 12 Input Tokens
- **Vicuna-13B (gray ×)**: Plateaus at ~4096 tokens/s (M64–M256, latency ~4–6s).
- **Ours 9.5B (blue □)**: Matches Vicuna-13B’s throughput at similar latency.
#### 6. Vicuna-13B, 128 Output Tokens, 82 Input Tokens
- Trends mirror 12 Input Tokens, with “Ours 9.5B” performing comparably to Vicuna-13B.
#### 7. Vicuna-13B, 512 Output Tokens, 12 Input Tokens
- **Y-axis max**: 2048 tokens/s.
- **Vicuna-13B (gray ×)**: Plateaus at ~2048 tokens/s (M32–M64, latency ~11–12s).
- **Ours 9.5B (blue □)**: Matches Vicuna-13B’s throughput at similar latency.
#### 8. Vicuna-13B, 512 Output Tokens, 82 Input Tokens
- Trends mirror 12 Input Tokens, with “Ours 9.5B” performing comparably to Vicuna-13B.
### Key Observations
- **Throughput-Latency Tradeoff**: Throughput increases with latency but plateaus (e.g., LLaMA-7B plateaus at 4096 tokens/s for 128 output).
- **Output Length Impact**: 128 output tokens enable higher throughput (up to 8192) than 512 output tokens (up to 2048).
- **Model Optimization**: “Ours” models (blue □) outperform or match original models (LLaMA-7B, Vicuna-13B) and pruned variants (LLM-Pruner, FLAP) in throughput/latency.
- **Pruning Tradeoff**: Pruned models (LLM-Pruner, FLAP) have lower throughput than original models, indicating size reduction (not shown) comes at the cost of inference speed.
### Interpretation
This data evaluates model performance in inference scenarios, where **throughput** (processing rate) and **latency** (response time) are critical. Key insights:
- Shorter outputs (128 tokens) boost throughput, while longer outputs (512 tokens) reduce maximum throughput but increase latency.
- “Ours” models demonstrate effective optimization, achieving higher throughput (or similar throughput with lower latency) than original/pruned models.
- Pruned models (LLM-Pruner, FLAP) sacrifice throughput for reduced size, making them less suitable for high-throughput tasks.
This analysis helps practitioners choose models based on task requirements (e.g., real-time vs. batch processing) and understand the tradeoffs between model size, speed, and output length.