Large language models frequently commit unrecoverable reasoning errors mid-generation: once a wrong step is taken, subsequent tokens compound the mistake rather than correct it. We introduce
Latent Phase-Shift Rollback (LPSR): at each generation step, we monitor the residual stream at a critical layer lcrit, detect abrupt directional reversals (phase shifts) via a cosine-similarity
+ entropy dual gate, and respond by rolling back the KV-cache and injecting a pre-computed steering vector. No fine-tuning, gradient computation, or additional forward passes are required. LPSR achieves
44.0% on MATH-500 with an 8B model versus
28.8% for standard AR (
+15.2 pp; McNemar
χ2=66.96,
p<10−15). Critically, prompted self-correction, the most natural inference-time baseline, scores only
19.8%, below standard AR; LPSR exceeds it by
+24.2 pp (
χ2=89.4,
p≈0). LPSR also outperforms Best-of-16 (
+7.8 pp) at
5.4× lower token cost, and surpasses a standard 70B model (
35.2%) with
8.75× fewer parameters at
∼3× the token budget. A 32-layer sweep reveals a novel \textbf{detection-correction dissociation}: error-detection AUC peaks at layer
14 (0.718) but task accuracy peaks at layer16 (
44.0% vs.\
29.2%), demonstrating that optimal monitoring depth differs for detection and correction.