Probability Theory
Mathematical treatment of chance and uncertainty, first formalized around games, insurance, annuities, and risk.
Core metadata
- ID: probability_theory
- Era: Renaissance
- First known date: 1654 (exact)
- Region: France
- Review status: source_checked
- Maturity: N/A
Prerequisites
- Basic Algebra (algebra_basic)
- Double-Entry Bookkeeping Diffusion (double_entry_diffusion)
- Maritime Insurance (maritime_insurance)
Dependents
- Dose-Response Testing (dose_response_testing)
- Probability & Statistical Inference (probability_statistics_inference)
Fields
- None.
Node sources
- The Pascal-Fermat Correspondence (Mathematical Association of America, 2015, review) • Supports: node
Locator: The MAA account anchors formal probability theory to the 1654 Pascal-Fermat correspondence over the problem of points.
Prerequisite edge evidence
Edge/source evidence summary:
- Prerequisite edges: 3
- Average edge confidence: 70%
- Prerequisite sources: 0
- expert_inference: 3
| Prerequisite | Type | Confidence | Evidence level | Note | Sources |
|---|---|---|---|---|---|
| Basic Algebra (algebra_basic) | historical_predecessor | 75% | expert_inference | Basic Algebra is an earlier historical predecessor or foundation, not a one-to-one engineering dependency. | No sources recorded. |
| Double-Entry Bookkeeping Diffusion (double_entry_diffusion) | enabling | 68% | expert_inference | Double-Entry Bookkeeping Diffusion provides a capability that enables this technology without being the only possible path. | No sources recorded. |
| Maritime Insurance (maritime_insurance) | enabling | 68% | expert_inference | Maritime Insurance provides a capability that enables this technology without being the only possible path. | No sources recorded. |
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