BlueBull
Habby Man
On Basketball-Reference.com, there is a statistic known as "Hall of Fame Probability". It Shows how likely an NBA player is to make the Naismith Basketball Hall of Fame, and it's pretty Cool.
(Link to the Explanation here: Hall of Fame Probability | Basketball-Reference.com)
To know what the statistic is and how to calculate it, click the link I have put here (^), but to put it simply, It's a very cool stat and I think there should be a hockey equivalent of it.
I've been working on the "Hockey Hall of Fame Probability" stat over the past few hours, and I have done 3 NHL Players, Which have shown interesting results: Sidney Crosby 99.78%, Patrick Kane 99.54%, Carey Price 79.25%.
[Note: I translated the NBA variables into NHL Variables: Height stays as Height, NBA Titles change to Stanley Cups, Leaderboard Points stays mostly the same, except I have 5 eligible stats for skaters (Goals, Assists, Points, +/- and Penalty Minutes), and 3 for Goalies (Wins, Goals Against Average and Shutouts), The Peak Win Share Variable Changes to Peak Point Shares, and the All Star Game Variable is Changed to have it's Number Variable Split in Half between All Star Games and All Star Team. (ex: Ans = (Answer to Previous Calculations) + ((x+x)*(ASG)) in the NBA Variable, Ans = (Answer to Previous Calculations) + (x*(ASG)) + (x*(AST)) in the NHL Variable)]
I'm thinking this variable looks pretty good for a few hours work, but I'm wondering how I can polish it and fully bring it over to the NHL/Hockey-Reference. For example, I made all of these on the assumption that the example integer they gave me had a formula of "x*(Career GP)= Int.", and the Int. is used to mulitply the base numbers for each Variable (In which case, x = aprox. -.000216, as Tony Parker had 940 GP by 2014), which would be kind of redundant. I have not been able to find a base formula for the stat(s) for the NBA version, so If someone knows said base stat(s) for it, that would help.
I would like to get feedback on this. This is work in progress, so It aint perfect.
-BlueBull
(Link to the Explanation here: Hall of Fame Probability | Basketball-Reference.com)
To know what the statistic is and how to calculate it, click the link I have put here (^), but to put it simply, It's a very cool stat and I think there should be a hockey equivalent of it.
I've been working on the "Hockey Hall of Fame Probability" stat over the past few hours, and I have done 3 NHL Players, Which have shown interesting results: Sidney Crosby 99.78%, Patrick Kane 99.54%, Carey Price 79.25%.
[Note: I translated the NBA variables into NHL Variables: Height stays as Height, NBA Titles change to Stanley Cups, Leaderboard Points stays mostly the same, except I have 5 eligible stats for skaters (Goals, Assists, Points, +/- and Penalty Minutes), and 3 for Goalies (Wins, Goals Against Average and Shutouts), The Peak Win Share Variable Changes to Peak Point Shares, and the All Star Game Variable is Changed to have it's Number Variable Split in Half between All Star Games and All Star Team. (ex: Ans = (Answer to Previous Calculations) + ((x+x)*(ASG)) in the NBA Variable, Ans = (Answer to Previous Calculations) + (x*(ASG)) + (x*(AST)) in the NHL Variable)]
I'm thinking this variable looks pretty good for a few hours work, but I'm wondering how I can polish it and fully bring it over to the NHL/Hockey-Reference. For example, I made all of these on the assumption that the example integer they gave me had a formula of "x*(Career GP)= Int.", and the Int. is used to mulitply the base numbers for each Variable (In which case, x = aprox. -.000216, as Tony Parker had 940 GP by 2014), which would be kind of redundant. I have not been able to find a base formula for the stat(s) for the NBA version, so If someone knows said base stat(s) for it, that would help.
I would like to get feedback on this. This is work in progress, so It aint perfect.
-BlueBull