Interesting debate here, albeit a little off-topic. But droponov is essentially correct: some teams and players are more "clutch" (likely to win close games) than others.´
Which teams and players are those?
Good teams tend to win more close games (even though it happens often that a good team has a negative record on close games, even an awful record), but not at the same % they win non-close games.
You forgot this in 2 hours?
But is that because they're clutch or because they're good?
Because good teams winning % of close games is generally lower than their overall record.
On the other hand, bad teams winning % of close games is generally higher than their overall record.
Are bad teams more clutch than good teams?
And who are the players? Is there any player in the NBA whose team has consistently over-performed in close games?
If you missed it, I was agreeing with you. And if you define clutch as more likely to win close games, like most people do, and good teams are more likely to win close games, the distinction is irrelevant. The rest of what you're citing is pretty basic regression to the mean when the influence of noise increases.
It seems you may be more contrarian than I initially gave you credit for. Have a good one.
I don't care about agreements or disagreements. Much less about personal remarks.I questioned your reasoning even if you agreed with me but it's not personal. I'm not being a contrarian, just questioning you.
I think the question you didn't want to respond was "who are the players?". That's because there's no good answer for that. If some players are more "clutch", more likely to win close games, they should be able to do it consistently. The teams of those players should be able to over-perform in close games. But that doesn't happen. There's no persistence: a player can be in a team that wins a lot of close games in a season and in the following season in one that loses 90% of them.
Is Chris Bosh clutch? People now say he isn't, but last season his team won a higher percentage of close games than Boston in spite of having a much worse record.
So, the logical corollary of your reasoning is that if clutch is the propensity to win close games and winning close games is, for players, largely explained by randomness, then clutchness is basically randomness. So, according to your rationale, clutch is luck.