Update README.md: Revise problem identifiers, solutions, and problem descriptions for clarity and accuracy
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README.md
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@@ -27,33 +27,32 @@ This dataset contains the 6 problems from the 2025 International Mathematical Ol
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## Dataset Structure
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Each example contains:
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- `problem`: The problem statement with LaTeX mathematical notation
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## Problem Types
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The dataset includes problems covering various mathematical areas:
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1. **Problem 1**: Combinatorial geometry (sunny lines)
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2. **Problem 2**:
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3. **Problem 3**: Number theory (
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4. **Problem 4**:
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5. **Problem 5**:
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6. **Problem 6**:
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## Mathematical Notation
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Mathematical expressions are formatted using LaTeX:
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- Variables and expressions: `$x$`, `$n \geq 3$`
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- Display equations: `$$f(
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- Sets: `$\mathbb{
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- Special formatting: *sunny*, *
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## Files
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- `imo_2025.json`: Full dataset in JSON format
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- `imo_2025.jsonl`: Dataset in JSONL format (one problem per line)
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- `README.md`: This file
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## Usage
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# Access individual problems
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for problem in dataset['train']:
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print(f"Problem: {problem['
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print(f"Statement: {problem['problem']}")
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print()
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```
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Or load directly from JSON
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```python
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import json
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with open("imo_2025.json", "r") as f:
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problems = json.load(f)
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#
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```
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## Citation
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## Source
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Problems are from the 2025 International Mathematical Olympiad.
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Original source: https://
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## License
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## Dataset Structure
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Each example contains:
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- `id`: Problem identifier (e.g., "2025-imo-p1")
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- `problem`: The problem statement with LaTeX mathematical notation
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- `solution`: The solution (currently set to null)
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## Problem Types
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The dataset includes problems covering various mathematical areas:
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1. **Problem 1**: Combinatorial geometry (sunny lines)
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2. **Problem 2**: Euclidean geometry (circles and triangles)
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3. **Problem 3**: Number theory (bonza functions)
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4. **Problem 4**: Number theory (proper divisors and sequences)
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5. **Problem 5**: Game theory (inekoalaty game)
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6. **Problem 6**: Combinatorial geometry (grid tiling)
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## Mathematical Notation
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Mathematical expressions are formatted using LaTeX:
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- Variables and expressions: `$x$`, `$n \geq 3$`
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- Display equations: `$$f(a) \text{ divides } b^a - f(b)^{f(a)}$$`
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- Sets: `$\mathbb{N}$`, `$\mathbb{R}$`
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- Special formatting: *sunny*, *bonza*, *proper divisor*, *inekoalaty game*
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## Files
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- `imo_2025.json`: Full dataset in JSON format
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- `README.md`: This file
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## Usage
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# Access individual problems
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for problem in dataset['train']:
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print(f"Problem: {problem['id']}")
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print(f"Statement: {problem['problem']}")
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print()
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```
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Or load directly from JSON:
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```python
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import json
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with open("imo_2025.json", "r") as f:
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problems = json.load(f)
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# Access problems
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for problem in problems:
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print(f"ID: {problem['id']}")
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print(f"Problem: {problem['problem']}")
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print(f"Solution: {problem['solution']}")
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print()
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```
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## Citation
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## Source
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Problems are from the 2025 International Mathematical Olympiad.
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Original source: https://www.imo-official.org/problems.aspx
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## License
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