Comprehensive Certificate in Mathematics
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University-benchmarked mathematical progression from proof and calculus through linear algebra, differential equations, analysis, algebra, probability, optimization and
University Curriculum Benchmark: MIT Mathematics | Oxford Mathematics | Cambridge Maths
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Enrichment
- Proof, logic & mathematical reasoning — Academic proof bridge
- Calculus + multivariable foundations — Calculus bridge
- Linear algebra — ML Mathematics
- Differential equations + Fourier methods — Differential Equations bridge
- Real analysis — MIT OCW Real Analysis
- Abstract algebra + structural depth — Abstract Algebra bridge
FOUNDATIONS / INTRODUCTION
Bridge Topics
INTERMEDIATE CORE
Bridge Topics
ADVANCED / SPECIALIZATION
Bridge Topics
Integrative Capstone
Produce a mathematical modeling portfolio: one proof-based analysis, one continuous model, one probabilistic/statistical model and one optimization problem. Validate numerically and explain assumptions, derivations and limitations.
Evidence Standard
Publish the project, retain the artifacts, and write a concise reflection showing understanding, application and judgment.