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Tractability And Overparametrization In Some Simple Models

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Proves precise large-|kappa| asymptotics for when negative‑margin linear classifiers exist versus when they’re findable: the satisfiability threshold δ_S scales like (log|kappa|)/Φ(kappa) (pure noise) and gains an e^{α kappa} factor with linear signal, while the algorithmic lower bound sits near 1/Φ(kappa). Techniques combine Gaussian comparison (a tailored Gordon argument), a weighted second‑moment existence proof, and a simple convex algorithm — maximize a random linear functional (one‑step Frank‑Wolfe) — which succeeds but leaves a provable gap to the information limit.

AI-written summary · about

  1. 0:00Introduction
  2. 6:08Motivation
  3. 10:50Example
  4. 13:49Model
  5. 24:22Naive Calculation
  6. 29:17Algorithm
  7. 35:42Phase Diagrams
  8. 41:47Analysis
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