Economics

A working understanding of mathematics — the universal language scientists, engineers, and quants use to describe the world. The trunk gives you the throughline from how mathematicians think to how math models reality; clusters dive into proof, trig, calculus mechanics, advanced linear algebra, number theory and cryptography, probability, stochastic processes, and the foundational limits of math itself.

A comprehensive journey through the natural sciences, from the scientific method that underpins all inquiry to the fundamental laws of physics, chemistry, and biology that govern our universe. This curriculum builds scientific literacy by connecting core principles across disciplines, empowering learners to think critically about the natural world and understand how energy, matter, and life interact at every scale.

A comprehensive curriculum covering the full breadth of cybersecurity, from foundational concepts in networking and operating systems through advanced offensive and defensive techniques. Learners progress from understanding core security principles and cryptography to hands-on skills in penetration testing, incident response, cloud security, and compliance. Designed to build a security-first mindset and the practical skills needed to protect modern infrastructure and applications.

A working understanding of linear algebra — vectors, matrices, eigenvalues, and the decompositions that power modern data, graphics, and AI. The trunk gives you the geometric and algebraic core; clusters dive into vector spaces, systems and rank, eigentheory, orthogonality and projections, applications, and numerical computation.

A beginner-friendly curriculum that builds deep intuition for how AI actually works — not through math or code, but through mental models that make effective use a natural consequence of understanding. Covers how language models think, why they hallucinate, the art of prompting, practical AI workflows for writing, images, and code, and the societal shifts AI is driving. Designed for anyone curious enough to want more than tips and tricks.

A working understanding of calculus — the mathematics of change and accumulation. The trunk gives you the throughline from limits and derivatives through the Fundamental Theorem to the borderlands where calculus hands off to analysis. Clusters dive into rigorous limits, integration techniques, multivariable and vector calculus, differential equations, series, and complex analysis.