Consider a theoretical seven-game series between two evenly-matched teams. One team has home-court advantage, meaning they will have four out of the possible seven games in their home arena. We therefore assume that the home team has a 61% chance of winning any given game. What is the probability of the team with home-court advantage winning? The probability is about 53.5%. This implies that home-court advantage increases the probability of winning by about 3.5%.
As noted here and here, the Celtics focused their regular season on preparing for the playoffs and worried less about accumulating wins. In this case, it appears that the trade-off was worth it as they did make the finals even without home-court advantage for the last two rounds.
In the NHL the home team wins approximately 55% of the time. In a seven-game series between two evenly-matched teams, the home team will win with a probability of 51.6%. Home-ice in the NHL is therefore worth about a 1.6% percent increase in winning.
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