The job, in the employer's words
This role is for one of the Weekday's clients
We are seeking experts with advanced training in Mathematics to contribute to a cutting-edge project in collaboration with a leading AI research group. This initiative focuses on enhancing AI systems’ reasoning capabilities through rigorous problem-solving and theorem-based evaluation. As part of this role, you will apply graduate-level expertise to assess, validate, and improve complex mathematical reasoning.
Requirements
Key Responsibilities
- Solve and evaluate challenging mathematics problems across multiple domains.
- Review AI-generated proofs and solutions for accuracy, rigor, and logical soundness.
- Provide structured feedback to refine and strengthen mathematical reasoning models.
Ideal Qualifications
- Recent PhD in Mathematics (within the past 4 years) OR current PhD candidate (≥3 years into their program; typically ≥4th year post-undergrad or ≥3rd year post-master’s).
- Background from a top 30 mathematics program.
- Actively engaged in research/academia preferred.
- Strong foundation in advanced problem-solving and theorem application, with the ability to clearly articulate reasoning, reference theorems, and identify gaps in proofs or arguments.
More About the Opportunity
- Remote and asynchronous — flexibility to set your own schedule.
- Project-based engagement, typically 5–6 weeks with potential for extension.
- Collaborative work with exposure to cutting-edge developments in AI and mathematical reasoning.
Compensation & Contract Terms
- Competitive hourly rate, aligned with experience and expertise.
- Independent contractor engagement.
- Weekly payments processed via Stripe Connect.
Compensation: $70-$140 per hour.
Benefits mentioned
- Competitive hourly rate, aligned with experience and expertise.
- Independent contractor engagement.
- Weekly payments processed via Stripe Connect. Compensation: $70-$140 per hour.
Requirements mentioned
- Recent PhD in Mathematics (within the past 4 years) OR current PhD candidate (≥3 years into their program; typically ≥4th year post-undergrad or ≥3rd year post-master’s).
- Background from a top 30 mathematics program.
- Actively engaged in research/academia preferred.
- Strong foundation in advanced problem-solving and theorem application, with the ability to clearly articulate reasoning, reference theorems, and identify gaps in proofs or arguments.
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