Washington Wizards at New York Knicks
New York Knicks 56% to win. The biggest signal favoring Knicks:
- Home Field Advantage. Base home field advantage applied (no detailed stats available)
What would change the call
Win probability as of kickoff if a leading factor were even
- If the home-field edge were neutral: NYK 52% (−4)
Win probability movement
NYK home win probability as the model updated before the game
Labels mark updates of 5 points or more, named by the factor that moved most.
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Team Comparison
Head-to-head snapshot based on our model inputs
Post-Game Analysis
How our model performed
The Knicks defeated the Wizards 145-113.
Our model predicted the Knicks would win with 56% confidence -- and they delivered. Even with modest confidence, the model got this one right.
Looking at the factors our model weighed:
- Home Field Advantage favored the Knicks and was a notable factor: Base home field advantage applied (no detailed stats available)
- Injuries was neutral and a contributing factor: Similar injury situations: Knicks (0 out) vs Wizards (0 out)
- Rest Days was neutral and a contributing factor: Rest days data not available
This analysis was generated from our model's pre-game assessment compared against the actual result. Factor accuracy helps improve future predictions.
Knicks won in a blowout
Key Factors
What's driving the win probability for this game
- Home Field AdvantageFavors New York Knicks
- InjuriesNeutral
- Rest DaysNeutral
- Offensive EfficiencyNeutral
- Defensive EfficiencyNeutral
- Turnover DifferentialNeutral
What's Driving This Game
Each factor's contribution to the final win probability
Premium feature: factor breakdown
Start 14-day free trial →Understanding the win probability calculation
4 factors
1 factor
1 factor
1 factor
1 factor not shown (insufficient data)
Key Players
Wizards
Knicks
Learn About Our Analysis
Learn about the factors behind our predictions
Frequently Asked Questions
Knicks has a 56% win probability, while Wizards has a 44% win probability based on our analysis.
Our model considers offensive and defensive efficiency, rest days, injury impact, and historical performance.
This game is being played at Madison Square Garden in New York, NY.