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World Solve

A project of Team Humans Club · Est. 2026
1355 problems catalogued
3 Humans contributing

What World Solve is

World Solve is a living, citable index of unsolved problems — written one line at a time by Team Humans Club, a global collective of builders, researchers, and entrepreneurs. We do not solve the problems here. We Democratize Innovation.

For buildersSkip the search for a problem worth your time. Browse a vetted, growing list and start where the gap is real.
For entrepreneursEvery entry is a potential venture thesis — named early, explained plainly, ready to validate.
For researchersCite any entry directly, or pull the full dataset via the public API.
1355total logged
1355still open
0marked solved
3registered Humans

We haven't determined whether it's possible to construct a fully general method for finding the exact number of solutions to any given system of polynomial equations.

open Mathematics & Logic

Specific techniques exist for counting solutions in many cases, but a complete and general method covering every possible polynomial system remains an unresolved goal in algebraic geometry. This continues to be an active area of mathematical research.

#possible#general#method#solutions#system#mathematics-logic
Related: WS01331 → WS01349 (37%) WS01331 → WS01232 (36%) WS01331 → WS01308 (34%) WS01331 → WS01255 (31%)
WS01331 · cite this  ·  logged 19 Jul 2026  ·  by Human internet (The Internet (citizen_of_earth))
Team Humans Club. (2026). Problem WS01331: We haven't determined whether it's possible to construct a fully general method for finding the exact number of solutions to any given system of polynomial equations.. World Solve. Retrieved 20 Jul 2026, from https://worldsolve.org/index.php?id=1331