Quant Academy

A complete, self-contained, interactive pathway from foundational mathematics to professional-level quantitative finance, built on evidence-based learning science and runnable entirely offline.

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The Quant’s Wisdom

Those who seek power may become electricians.

Those who seek wisdom may become librarians.

But those who would master the laws that bind us all must become quants.

Complete these lessons, and here thou shalt find knowledge, and power enough to rival mine.

Curriculum

Phase 0
Learning How to Learn Quant Material
5 lessons
Phase 1
Mathematical Language & Proof
5 lessons
Phase 2
Single-Variable Calculus
7 lessons
Phase 3
Multivariable Calculus
5 lessons
Phase 4
Linear Algebra
7 lessons
Phase 5
Numerical Linear Algebra & Computing
5 lessons
Phase 6
Real Analysis, Measure & Integration
5 lessons
Phase 7
Probability Theory
7 lessons
Phase 8
Stochastic Processes & Brownian Motion
5 lessons
Phase 9
Stochastic Calculus
6 lessons
Phase 10
Convex Optimization & Numerical Methods
5 lessons
Phase 11
Statistics & Statistical Learning
7 lessons
Phase 12
Time-Series Analysis
6 lessons
Phase 13
Monte Carlo Methods
5 lessons
Phase 14
Mathematical Finance
5 lessons
Phase 15
Derivatives & Volatility
5 lessons
Phase 16
Algorithmic & High-Frequency Trading
6 lessons
Phase 17
Quant Programming & Research Engineering
6 lessons
Phase 18
Integrated Quant Capstones
8 lessons
Phase 19
Computational Mathematics & Problem Solving
14 lessons

How this academy teaches

Learn by doing, not reading

Every lesson runs on evidence-based methods: closed-book retrieval, spaced flashcards, interleaved exams, prediction gates, and error logs. See Phase 0.

Real math, real code

Formulas render locally with KaTeX; Python runs for real in a sandboxed, offline Pyodide worker (numpy/scipy/pandas). Interactive workbenches let you manipulate every core object - from secant lines to Brownian paths to volatility surfaces.

Rigorous and honest

Definitions, theorems, proofs, and worked derivations, cross-checked for accuracy. We distinguish theorem from intuition, approximation from equality, and make no claims about trading profitability.

Offline & private

No accounts and no login; your progress lives in your browser’s local storage (export/import to back it up), and the full math + Python runtime is bundled locally. This public site adds privacy-respecting, IP-anonymised analytics (see the privacy note).

Project Euler Lab

997 computational problems, mapped to the curriculum, with a Python workbench, hint ladders and mastery tracking.

Open the Euler Lab →
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Study tools

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