mme-realworld-eval
MM-RLHF: The Next Step Forward in Multimodal LLM Alignment — Zhang et al. (2025) (arXiv:2502.10391, 2025)
What this evaluates
Evaluates multimodal large language models' perception and reasoning capabilities on high-resolution, real-world images across five domains: optical character recognition, remote sensing, diagrams/tables, monitoring, and autonomous driving.
Datasets
- MME-RealWorld — total 29429; splits: test (29429)
Metrics
Avg(primary) — range: percent- Weighted average accuracy across subtasks/domains. Calculated as the sum of per-subtask accuracies multiplied by their respective QA pair counts, divided by the total number of QA pairs.
Avg-C— range: percent- Unweighted average accuracy across subtasks/domains. Calculated as the simple arithmetic mean of per-subtask accuracies.
Input / output format
Input: High-resolution image paired with a text question.
Output: Text response (typically multiple-choice or short answer).
Scoring recipe
def compute_accuracy(predictions, golds):
correct = sum(1 for p, g in zip(predictions, golds) if p == g)
return correct / len(golds) * 100
def compute_avg_accuracy(subtask_accuracies, subtask_sizes):
weighted_sum = sum(acc * size for acc, size in zip(subtask_accuracies, subtask_sizes))
return weighted_sum / sum(subtask_sizes)
Common pitfalls
- Closed-source models often compress high-resolution images due to upload size/resolution limits, artificially lowering performance.
- Models may adopt conservative strategies, outputting 'E' (object not present) or refusing to answer due to safety filters, skewing accuracy.
- Weighted vs. unweighted averages can yield significantly different rankings when subtask sizes vary greatly.
Evidence (verbatim from paper)
“Avg” and “Avg-C” indicate the weighted average accuracy and the unweighted average accuracy across subtasks in each domain.
Citation
@misc{zhang2025mmrlhf,
title={MM-RLHF: The Next Step Forward in Multimodal LLM Alignment},
author={Zhang et al. (2025)},
year={2025},
note={arXiv:2502.10391}
}
- arXiv: 2502.10391