Quant Developer / Quant Research Intern - 2026/2027

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Description

About Anthelion Anthelion Capital is an investment and data science platform. We augment our fundamental investment core with data science to make investments across the capital structure. We are building a proprietary platform that runs the full investment lifecycle, from underwriting to portfolio management. What you'll do. As an intern, you'll work directly with our quant team on a real piece of that platform. Build the systems a systematic investment platform runs on — from the inside. No prior finance, credit, or trading experience is required — we hire for quantitative and engineering ability and teach the domain. What you might work on (matched to your strengths): · Market or reference data ingestion with point-in-time correctness (no lookahead, as-of-date correct). · Building and validating a candidate factor or risk model on the emerging platform, with an emphasis on robustness and out-of-sample validity. · A piece of the research-to-production path — the tooling that promotes a signal to production by configuration rather than a rewrite. · A component of the backtesting / simulation engine, the feature/signal store, or the portfolio optimizer. We're looking for: · Currently pursuing an undergrad, master's, or PhD in CS, math, statistics, physics, or a related quantitative field. · Strong programming ability in Python (C++, Rust, or another language is a plus). · Solid fundamentals in statistics and/or ML, and the instinct to be suspicious of results that look too good. · Evidence of building things and going deep — research, open source, competitive programming (ICPC/Codeforces), Kaggle, olympiads, or substantial personal projects. · Nice to have exposure to markets/investing, data engineering, orchestration tools (Dagster/Prefect), or cloud (Azure). Logistics: 12-week onsite internship — Fall 2026 (September–November); Winter 2026 (December–February); or Summer 2027 (June–August). Open to students graduating December 2026 through Summer 2028; PhD candida

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