id int64 | category string | question string | answer string |
|---|---|---|---|
0 | matrix | "Solve this: Compute the exact sum of all elements in the following 64-bit signed integer matrix of (...TRUNCATED) | -2044058081551083146280 |
1 | matrix | "Solve this: Compute the exact sum of all elements in the following 64-bit signed integer matrix of (...TRUNCATED) | 161509300891469144363 |
2 | matrix | "Solve this: Compute the exact sum of all elements in the following 64-bit signed integer matrix of (...TRUNCATED) | -13711237988652169082 |
3 | pde | "Solve this: Consider the following extremely high-order partial differential equation for u(x1,x2,x(...TRUNCATED) | -46302 |
4 | pde | "Solve this: Consider the following extremely high-order partial differential equation for u(x1,x2,x(...TRUNCATED) | -199173 |
5 | pde | "Solve this: Consider the following extremely high-order partial differential equation for u(x1,x2,x(...TRUNCATED) | 140739 |
6 | integral | "Solve this: Evaluate the definite integral from 0 to 1 of the following extremely complicated funct(...TRUNCATED) | -25972354889879/232792560 |
7 | integral | "Solve this: Evaluate the definite integral from 0 to 1 of the following extremely complicated funct(...TRUNCATED) | 2155412567489/33256080 |
8 | integral | "Solve this: Evaluate the definite integral from 0 to 1 of the following extremely complicated funct(...TRUNCATED) | 60216711559/13693680 |
9 | integral | "Solve this: Evaluate the definite integral from 0 to 1 of the following extremely complicated funct(...TRUNCATED) | -7767394307003/116396280 |
Dataset Card for Dataset Name
TALTM (Stands for There Are Levels To Mathematics) Is the higher levels of mathematics, containing just 10 rows, it averages a giant 1.069MB per singular row (just enough to actually be somewhat solvable but unbelievably difficult).
It includes complex, long matrices, extremely complicated PDEs, and top-tier difficulty integrals.
Dataset Details
- Curated by: MoreThought
- Funded by: MoreThought
- Shared by: MoreThought
- License: Apache 2.0
Uses
Truly testing LLM's mathematical capabilities (without using tools).
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