
Advanced Math Problem Solver
6 days ago
Job Overview:
We are seeking skilled mathematicians to contribute to the fine-tuning and evaluation of large language models (LLMs) in mathematics. The successful candidate will assist in improving LLMs' ability to understand and solve complex math problems.
Research Objectives- Determine the number of real symmetric matrices of rank 2 whose entries are only 0 or 1.
- Calculate the number of subsets of a set with exactly 3 non-zero elements.
- Count the distinct numbers where each digit is either 0 or 1, and the sum of digits is divisible by 3.
These tasks are designed to identify model weaknesses and improve training and evaluation workflows.
Candidate Profile- Academic Background: PhD/Postdoc in Mathematics, Applied Mathematics, Statistics, or a related field.
- Analytical Skills: Strong ability to solve advanced math problems using clear and structured reasoning.
- Communication Skills: Clarity in explaining complex topics and providing feedback with precision.
- Research Independence: Ability to work independently in a remote research environment.
- Technical Setup: Access to a reliable computer and internet setup.
- Flexibility in time commitment (20 hrs/week, 30 hrs/week, or 40 hrs/week).
- Opportunity to collaborate with experts shaping next-generation AI benchmarks.
- Gain exposure to cutting-edge model evaluation strategies.
This position is open to candidates who have completed or are pursuing a Ph.D.; applications that do not meet this criterion will not be considered.
Selection Process: Task-based assessment for shortlisted candidates, followed by a contract offer with defined timelines and workload.
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