by bjs73 » Thu Jan 05, 2006 10:26 pm
[quote:e423ae88a1]For pitchers, I am done entering data. I add the ERA and WHIP together with the difference of Wins-Losses divided by 10 and Saves divided by 100. I then take that number and subtract it from their actual ERA and WHIP added. This discounts there actual win, loss and save total and adds some merit to how those pitchers performed on my team in terms of Wins. Losses and Saves.
For hitters, it is much easier. I do a straight up adding of the AVG, SLG and OBP and subtract those same numbers from their real numbers for that year. This help eliminate the AB issues even for subs or platoon players. [/quote:e423ae88a1]
Sykes, I love this kind of stuff. I spend all day at work trouble shooting quality systems, reviewing data, etc. This is right up my alley.
I'm going to take some time with what you've got so far (from the .pdf files) and see if the logic and formulas really give an unbiased picture of value. I've got some preliminary thoughts but I'd need some of my reference books to really try and dig into the meat of this project. And those are all at work.
My first thought in regards to pitchers is this:
If you truly wanted to add a useful "tilt value" for your pitchers (your wins/losses/saves formula), I'd dump the one you've got. But I do think you need to do something extra to validate pitchers though. This is what I suggest:
Keep the WHIP/ERA part of your formula and then bench mark their SOM performance against the league average. Booyah! That's the ticket right there. Let's look at Roger Clemens '88 Season (your first entry on your pitchers.pdf file) You've got him listed as -1.09 Value when you benchmark him against himself. Zoom out and look at the condition of your league he was in.
Go to the team stats page take the final league ERA (average of all teams) and the final league WHIP (average of all teams) and benchmark his performance against the league average.
And if you really want to get into whether a pitcher did well vs. the league average, calculate standard deviation of the pitching ERA + WHIP for each team. You'll get a bell curve like this one:
[url]http://www.clt.astate.edu/ub/Chemistry/Lab%201.htm[/url]
(This is a link to a Bell Curve that I like to use as a visual aid. The color one on this page is great.)
Figure out where Clemens falls on the bell curve based on your calculated standard deviation. If his performance fell into the green or blue area on the right side of the bell curve, he basically was a top performer in the league you were in, despite his individual stats.
Know what I mean?
Honestly, I think you could apply this concept in so many different ways to determine card value. What do you think?