Tags
championship runs, chess, chess analytics, chess history, chess metrics, engine analysis, Fischer, Karpov, Stockfish, world championship
- 0. CHESS ANALYTICS 00: Methods: Measuring World-Championship Roads with Stockfish 18 WDL
- CHESS ANALYTICS 00.0: List of Other Chess Analytics Articles
- 1. CHESS ANALYTICS 01 part 1/3: the 11th World-Champion, Robert Fischer
- 2. CHESS ANALYTICS 01 part 2/3: the 12th World-Champion, Anatoly Karpov
- 2.1. Overall verdict
- 2.2. Overall stability and SD reading
- 2.3. Match-by-match summary
- 2.4. Karpov–Polugaevsky, 5.5–2.5
- 2.5. Karpov–Spassky, 7–4
- 2.6. Karpov–Korchnoi, 12.5–11.5
- 2.7. Game Accuracy and Mutual Accuracy
- 2.8. Game-by-game relative edge
- 2.9. Which metric families best explain the run?
- 2.10. Chess interpretation
- 3. CHESS ANALYTICS 01 part 3/3: 11th vs. 12th World-Championship run
- Fischer 1971–72 compared with Karpov 1974
- Fischer
- Karpov
- Fischer’s volatility profile
- Karpov’s volatility profile
- WDL Accuracy SD
- PQ SD
- Volatility SD
- Fischer’s route
- Karpov’s route
- Fischer–Spassky 1972
- Karpov–Spassky 1974
- What changed in Spassky?
- Fischer vs Karpov through Spassky
- Metric-based favorite: Fischer, narrowly to moderately
- Rough match estimate
- Fischer’s statistical weapons
- Karpov’s statistical weapons
- 3.12.1. Fischer’s result dominance is far larger
- 3.12.2. Karpov’s technical cleanliness is higher
- 3.12.3. Fischer’s relative separation is higher
- 3.12.4. Karpov’s run is lower-volatility
- 3.12.5. Fischer’s conversion is historically extreme
- 3.13.1. Both were more accurate than their opponents
- 3.13.2. Both had lower expected-score loss
- 3.13.3. Both had lower volatility than their opponents
- 3.13.4. Both scored above expectation
- 3.13.5. Both beat Spassky by similar relative WDL margins