Research Lab plan: CP funding forecasts (2026-10-09, Quant)

A plan, not a result. Nothing in it has been scored. Rendered from the pinned source programs/cp-funding/LAB_PLAN_cp_funding_2026-10-09.md, sha256 d78c176ef63adeef012f0dcda5768cdd371490918cded1c618f7d47ce091d2d9 · Fed CP prereg · Fed CP learning page.

Question: Which forecasts of CP issuance and maturity mix are best, is any of them useful for spotting funding stress early, and does optimal transport (OT) earn a place against strong standard baselines?
Rules (unchanged): classical statistical and ML methods only; papers from 2020 or later (older ones labelled background); pinned design; burn-in gates set before any computation; ONE held-out run; an honest trial count. Gates protect claims. They do not stop the app from shipping the best validated model, even a simple one.

Paper outline (working paper)

  1. Intro. Why the maturity mix matters: rollover risk and terming-out under stress.
  2. Data. The Fed CP release (daily from 2001; issuer types × maturity buckets). Repairs: the duplicated non-financial rows are re-parsed from the raw source. The definition of the vintage and snapshot, and the series identifiers.
  3. Methods.
    • Baselines: persistence, EWMA of the mix, expanding mean, ALR-VAR (compositional), a Dirichlet or multinomial-logit AR, location-scale on log-duration, and ridge on lagged ALR.
    • OT candidates: Wasserstein AR on the quantile function over the ordered maturity ladder (JTSA 2022, doi:10.1111/jtsa.12590, arXiv:2006.12640); a transport-map AR (arXiv:2105.05439); and a barycenter combination of baselines (Entropy 2020, doi:10.3390/e22090929).
    • 1-D OT on an ordered ladder is exact. W1 is the sum of |CDF difference| × bucket width.
  4. Evaluation design. Expanding walk-forward; W1/W2 and a ranked-probability-style loss; a fixed-b HAC test on weekly loss differentials; Holm across primary hypotheses; a power simulation; a model-selection rule pinned on validation.
  5. Held-out results for every model, every trial included, losers too.
  6. Early warning. Event dates fixed in advance from published sources. Lead time, hit rate and false-alarm rate versus volume and spread indicators. Labelled descriptive if there are too few events for a test.
  7. Where distributional methods fail. Y-9C (T=50: primary FAIL, and a linear pool beat the barycenter); CFPB and FDIC (killed at burn-in because year-to-year shape change sat below the sampling noise floor; FDIC also had T≈22 and common year shocks). The lesson for practice: you need large T and signal above the noise floor.
  8. Application and limits. Snapshot versus revisions, regime breaks, and what the monitor can't tell you.

Appendix (possible): the HMDA cross-sectional shift study, 2021→2023.

Application spec: "CP funding monitor" (Pages, static, rebuilt daily)

Milestones

#StepOwnerGate / approval
M1CP data repair + facts + burn-in gate (OT claim; dataset usable; any-method signal)Quantin progress
M2Pin the prereg: all models, selection rule, stress events, power, trial count; teaching pageQuantJared approves the pin
M3Live data pipeline + leakage tests (no held-out scoring)DeveloperQuant reviews code
M4One held-out run (separate approval file, as in Y-9C)DeveloperJared approves the run
M5App v1 live using the selected model; stress indicator labelled by its validation statusDeveloper + PMJared approves going public
M6Working paper draft on PagesQuantJared approves publication
M7HMDA appendix prereg (cross-sectional)QuantJared approves the pin

Steps needing Jared: the M2 pin, the M4 held-out run, the M5 public app, and M6 publication. Everything else proceeds without him.
Already fixed: a kill ends the OT claim, not the project. If OT loses, the paper says so and the app ships the winner.