What Scholars students learn.

Scholars is the most advanced Learndom track. It is built for older students who are ready to go beyond procedure and into the mathematics of why. The work is harder. The problems take longer. Students learn to write proofs, run real data analyses, and design original research projects of their own.

  • Competition mathematics — Olympiad-style problems, drawn from the AMC, the BMO, the Nigerian Mathematical Olympiad, and similar.
  • Proof-based reasoning — direct proof, contradiction, induction, the structure of a mathematical argument.
  • Advanced Python and data analysis — pandas, matplotlib, real datasets, basic statistical reasoning.
  • Modelling — turning a real-world question into mathematics. Epidemic models, population dynamics, simple optimisation.
  • Research practice — picking a question, narrowing it, working on it for weeks, writing it up, presenting it.
  • A research project — by the end of a term, every student produces an original research mini-project. The project is presented at the term-end Showcase, where parents and other Scholars students attend and ask questions.

By the end of a term.

Scholars students leave a term having done the work of a junior researcher — a real project they designed, executed, and presented. More than the project, they leave with a sharper way of thinking and a habit of asking why before what.

  • Can solve competition-level mathematics problems with confidence.
  • Can read, write, and critique simple mathematical proofs.
  • Can use Python and basic data tools to investigate a real question.
  • Can design and execute a small original research project.
  • Can present their work clearly and respond to challenge.
  • They have presented an original research project at the term-end Showcase.
  • Are well-prepared for university mathematics, computer science, or applied science.

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