1. Start with a real question from an MIT math course.
2. Human operator translates the question as Codex Input.
3. Codex outputs Python code, usually with references to SymPy to actually solve the problem (e.g. sympy.solve(equation, initial_conditions) ).
4. Python code is run, result is taken as result of question.
If step 3 or 4 are not giving the expected answer, repeat step 2 with a different phrasing until answer is correct.
Claim 100% accuracy.
1. Start with a real question from an MIT math course.
2. Human operator translates the question as Codex Input.
3. Codex outputs Python code, usually with references to SymPy to actually solve the problem (e.g. sympy.solve(equation, initial_conditions) ).
4. Python code is run, result is taken as result of question.
If step 3 or 4 are not giving the expected answer, repeat step 2 with a different phrasing until answer is correct.
Claim 100% accuracy.