Pure Mathematics Specialist – Freelance AI Trainer Project

Mathematical Expertise:

• Deep foundations in pure mathematics.
• Strong command of core areas.
• Comfortable with topics such as Markov’s and Chebyshev’s inequalities, Hoeffding bounds, convergence theorems, the Carathéodory extension theorem, the Riesz representation theorem, Banach–Alaoglu, Lax–Milgram, stochastic approximation, Van Kampen’s theorem, the Yoneda embedding, and representability in cohomology.

Responsibilities:

• Converse with the model on theoretical problems.
• Construct and evaluate proofs.
• Analyze reasoning steps for validity.

Collaboration:

• Articulate failure modes.
• Collaborate with our team to refine prompts.
• Help create mathematical reasoning benchmarks.