paper / davewiner / May 29
Optimizing e-commerce search ranking purely on engagement signals (clicks, purchases) introduces systematic biases toward popular or price-anchored items that fail to satisfy user semantic intent. This paper presents a production-scale multi-task ranking system that adds semantic relevance as an explicit, controllable optimization objective alongside engagement, using an ordinal relevance head with cumulative probability predictions over three label tiers. Fine-tuned lightweight LLMs generate relevance labels at scale — over 100 million query-item pairs — with high alignment to human annotations, providing efficient supervision without full human labeling overhead. Offline NDCG@10 gains and online A/B results confirm improved semantic alignment without sacrificing core engagement metrics.
search-rankingmulti-task-learningllm-supervisione-commercerelevance-optimizationrecommendation-systemslearning-to-rank
“Ranking models optimized solely on engagement signals introduce systematic biases toward popular or price-anchored items that do not satisfy semantic intent.”
paper / davewiner / May 21
This paper introduces an analytic alternative to Monte Carlo sampling for estimating the expected output of wide MLPs at initialization over Gaussian inputs. Rather than forwarding samples through the network, the method constructs approximate representations of activation distributions layer-by-layer using cumulants and Hermite expansions. For sufficiently wide networks, the approach achieves a target mean squared error at substantially lower FLOP cost than sampling, with particular advantages for rare/tail event probability estimation. The authors further demonstrate applicability to model training, suggesting a path toward reducing catastrophic tail risks in deployed models.
neural-networksmlpmonte-carlo-samplingexpected-loss-estimationcumulantstail-riskml-theory
“Expected MLP outputs over Gaussian inputs can be estimated without running any samples through the network, using analytic approximations of per-layer activation distributions.”
paper / davewiner / May 5 / failed
paper / davewiner / May 5 / failed
paper / davewiner / May 5 / failed
paper / davewiner / Apr 17
Energy-constrained random quantum states in finite-dimensional Hilbert spaces exhibit eigenstate condensation, characterized by three distinct phases. These include a ground-state phase and an anti-ground-state phase, both displaying macroscopic overlap with extreme energy states. A high-temperature phase shows exponentially small overlap with individual eigenstates, distinguished by exponentially sharp phase transitions that extend its effective range.
quantum-physicseigenstate-condensationfinite-dimensional-hilbert-spacequantum-systemsstatistical-mechanicsquantum-states
“Random quantum states constrained by energy expectation exhibit eigenstate condensation.”