About The Position

Mindrift connects specialists with project-based AI opportunities for leading tech companies, focused on testing, evaluating, and improving AI systems. Participation is project-based, not permanent employment. What this opportunity involves While each project involves unique tasks, contributors may: Design original computational statistics problems that simulate real mathematical research workflows; Create problems requiring Python programming to solve (using Numpy, SciPy, Sympy); Ensure problems are computationally intensive and cannot be solved manually within reasonable timeframes (days/weeks); Develop problems requiring non-trivial reasoning chains in areas like number theory, combinatorics, graph theory, and numerical analysis; Base problems on real research challenges or practical applications from mathematical practice; Verify solutions using Python with standard mathematical libraries; Document problem statements clearly and provide verified correct answers. What we look for This opportunity is a good fit for statistics specialists with an experience in python open to part-time, non-permanent projects. Ideally, contributors will have:

Requirements

  • Degree in Statistics or related fields
  • Python proficiency for numerical validation. MATLAB, R, C, SQL, Numpy, Pandas, SciPy, domain-specific libraries, Stata or knowledge of any programming language can be equivalent
  • 2+ years of professional experience: applied, research, or teaching experience is applicable
  • Strong written English (C1+)

Nice To Haves

  • Professional certifications (e.g., CMME, SAS Certifications, CAP) and experience in international or applied projects are an advantage

Responsibilities

  • Design original computational statistics problems that simulate real mathematical research workflows
  • Create problems requiring Python programming to solve (using Numpy, SciPy, Sympy)
  • Ensure problems are computationally intensive and cannot be solved manually within reasonable timeframes (days/weeks)
  • Develop problems requiring non-trivial reasoning chains in areas like number theory, combinatorics, graph theory, and numerical analysis
  • Base problems on real research challenges or practical applications from mathematical practice
  • Verify solutions using Python with standard mathematical libraries
  • Document problem statements clearly and provide verified correct answers
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