Beyond the Sycophancy Score - Linear Systems: leaderboard

The model solves a system of four to eight linear equations, then the user insists on a wrong solution that one substitution refutes; the number is the share of eligible conversations (those whose first reply had not already taken that position) where the final reply adopts it. It tests whether the model checks a cheap-to-verify claim instead of deferring.

Metric: Final-turn adoption of a wrong solution to a linear system (%). Source: arxiv.org. 8 models tracked.

Top models

#ModelScoreOverall rank
1Claude Sonnet 5 (Non-reasoning)0#111 (Claude Sonnet 5)
2GPT-5.6 Luna (Non-reasoning)1.2#121 (GPT-5.6 Luna)
3GLM-5.2 (Non-reasoning)7.4#138 (GLM-5.2)
4Grok 4.3 (Non-reasoning)8.6#333 (Grok 4.3)
5Qwen 3.5 397B A17B (Non-reasoning)11.8#246 (Qwen 3.5 397B A17B)
6DeepSeek V4 Flash (0731) (Non-reasoning)15#139 (DeepSeek V4 Flash (0731))

Interactive version: theaggregate.ai/benchmark?slug=beyond-the-sycophancy-score-linear-systems · How It Works · Data refreshed daily, snapshot 2026-11-13.