The problem. Finance has no strong code-publication norm: most papers ship no implementation, official repos often produce “illustrative” results rather than the paper’s tables, and the third-party reimplementations that fill the gap inherit and add bugs. Finding code is easy; finding code you should trust is the actual skill.
The four tiers, and where to look
Tier 1 — Official code. Check, in order: the paper’s abstract/footnotes for a repo link; Papers With Code (thin for finance, improving for ML-finance crossovers); authors’ GitHub profiles and academic homepages (code sometimes posts after publication — check again in six months); and journal supplementary materials, where “replication package” requirements at some finance journals quietly deposit real code. Pin the commit hash the moment you find it.
Tier 2 — Third-party reimplementations. GitHub-search the paper title in quotes, the method’s distinctive name (“DeepLOB”, “Avellaneda-Stoikov”, “deflated Sharpe”), or its equation’s distinctive term. These are simultaneously the ecosystem’s gift and its trap: an audit of one such notebook — untrained baseline, label-as-return backtest, inverted labels — is this site’s standing exhibit on why stars ≠ correctness. Popular reimplementations of famous papers have propagated known bugs for years.
Tier 3 — Library implementations. The method may live, hardened, in the ecosystem already: statsmodels (econometrics), arch (GARCH family), QuantLib (pricing), skfolio/PyPortfolioOpt (allocation), mlfinlab-descendants (López de Prado methods — CSCV, purged CV), vectorbt (backtesting). A maintained library beats a dissertation repo on every axis except exact-paper fidelity — and fidelity is checkable.
Tier 4 — Nothing exists. For most finance papers, this is the tier. Then the paper’s flowchart-level pipeline is your spec, and writing the implementation is the reproduction — with the known-answer tests that entails.
The 15-minute audit before found code touches your research
- ☐ Does it run and reproduce a paper number? Not “runs without error” — produces a table entry within tolerance. Illustrative repos fail this in the first ten minutes and save you the next ten hours.
- ☐ Grep the red flags: seeds unset,
strict=False-style silent loading, full-sample fitting before splits, test data touched during training, hardcoded lookahead indices. - ☐ Check the environment: no lockfile/pinned versions means results drift with dependency updates — pin before running, per reproduction stage 3.
- ☐ Read the issues tab: unanswered “results don’t match the paper” issues are the most informative documents on GitHub.
- ☐ Diff against the paper’s methodology, not its README. Reimplementations drift toward what was easy, and READMEs describe intentions.
Using found code without inheriting its conclusions
The disciplined pattern: use third-party code to understand (reading a working implementation clarifies ambiguous notation faster than the paper), but validate independently before any result enters your experiment log — known-answer tests, one-bar-lag checks, and reconciliation against the paper’s own numbers. Code you didn’t audit is an assumption you didn’t list.
Questions to ask of any repo
- Which paper table can this code reproduce, and has anyone (issues, forks) confirmed it?
- What’s the commit history — active refinement, or a graduation-day snapshot?
- Where does the data come from, and can you get it?
- If it’s a library: does its implementation match the paper’s variant, or a simplified cousin? (Check the docstring’s citations.)
How our scoring treats code availability
Papers with linked, working code score higher on rigor’s reproducibility component — code is the strongest single falsifiability signal a paper can send. The score can’t audit the code itself (that’s tier-2 caution and yours to apply), which is why paper pages carry discussion sections: replication notes on real repos are precisely the knowledge the field undersupplies.
The chain: find the data → · reproduce properly → · what to replicate first →
Papers in the archive that link code
The shortlist below is generated from the archive: every paper whose page links a public repository, ranked by rigor-weighted score. The full, daily-updated list lives at papers with code, and the Has code filter in search combines it with topic and rigor filters.
- Signature Methods in Stochastic Portfolio Theory Holy Grail Rigor 8.5 · code ↗ 2023
- Latent Continuum of Regimes in Limit Order Book Dynamics Holy Grail Rigor 9 · code ↗ 2026
- Temporal Kolmogorov-Arnold Networks (T-KAN) for High-Frequency Limit Order Book Forecasting: Efficiency, Interpretability, and Alpha Decay Holy Grail Rigor 9 · code ↗ 2026
- Centered MA Dirichlet ARMA for Financial Compositions: Theory & Empirical Evidence Holy Grail Rigor 9 · code ↗ 2025
- Kronos: A Foundation Model for the Language of Financial Markets Holy Grail Rigor 9 · code ↗ 2025
- A deep BSDE approach for the simultaneous pricing and delta-gamma hedging of large portfolios consisting of high-dimensional multi-asset Bermudan options Holy Grail Rigor 8.5 · code ↗ 2025
- Dynamic Skewness in Stochastic Volatility Models: A Penalized Prior Approach Holy Grail Rigor 8.5 · code ↗ 2025
- A Spatio-Temporal Machine Learning Model for Mortgage Credit Risk: Default Probabilities and Loan Portfolios Holy Grail Rigor 8.5 · code ↗ 2024
- Machine Learning Enhanced Multi-Factor Quantitative Trading: A Cross-Sectional Portfolio Optimization Approach with Bias Correction Holy Grail Rigor 9 · code ↗ 2025
- Exact Phase-Type Point Processes for Certified Measurement and Prediction of Event Streams Holy Grail Rigor 8 · code ↗ 2026
- Packets, Transactions and Queues: Design Principles for HFT Systems from a Measurement Study of CME Market Data Holy Grail Rigor 9 · code ↗ 2026
- Statistical Inference for Score Decompositions Holy Grail Rigor 8.5 · code ↗ 2026
- Stochastic Volatility Modelling with LSTM Networks: A Hybrid Approach for S&P 500 Index Volatility Forecasting Holy Grail Rigor 8.5 · code ↗ 2025
- DeepUnifiedMom: Unified Time-series Momentum Portfolio Construction via Multi-Task Learning with Multi-Gate Mixture of Experts Holy Grail Rigor 8.5 · code ↗ 2024
- FuNVol: A Multi-Asset Implied Volatility Market Simulator using Functional Principal Components and Neural SDEs Holy Grail Rigor 8.5 · code ↗ 2023
595 papers link a repository · ranked by rigor-weighted score