A concept that has been put forth in recent years is the concept of positional
scarcity. However, we have never seen a calculation of it that works for
"standard" leagues (i.e. 12 team AL or 14 team NL leagues).
This concept is rooted in superstition, not fact. The systems that we have seen generally say that you take a scarce position and increase the value of players there because they are hard to come by. However, in order to make this work you must also "devalue" stats at "cheap" positions, like outfielders. If you do not adjust the players at the "cheap" positions, your dollar values will not add up.
Two things work against this theory. First, most leagues award points for most home runs, so why should I care which position produces them? Why should I pay more for home runs hit by a catcher than an outfielder when they are worth the same amount in the final standings? You shouldn’t.
The second thing that works against this theory is the very gyrations that some "experts" go through to factor the theory into their systems. Some "experts" espouse the best/worst theory. Since the worst catcher is so bad (so the theory goes) and the worst outfielder is so much better than the worst catcher you will do better to take the worst outfielder and the best catcher.
In theory this sounds great, however, if the valuation system is worth anything the worst catcher and worst outfielder are about equal. This is due mainly to the positions. On most teams the back-up catcher will get at least 150 at-bats. This is primarily due to the strain of catching where the starter is given at least one game off a week. Factor in double headers, late night extra inning affairs and just nagging injuries and it is easy to see how most back-ups end up in the 150 AB range. For this reason it is fairly rare to allocate over 500 at-bats to any starting catcher.
However, in most
To show you this using concrete numbers we took all the NL catchers on opening day rosters in 1996 and all the players who qualify as outfielder only. Using a "standard" league in which you would draft 24 catchers and 60 outfielders (assuming you use no catchers or outfielders in your utility spots). The results may shock you so make sure you are sitting down.
For 1996, the 24th to 26th catchers based on at-bats were:
24 - Steve Decker SF/Col (147 AB .245-2-20-1)
25 - Tyler Houston Atl.ChC (142 AB .317-3-27-3)
26 - Keith Osik Pit (140 AB .293-1-14-1)
For 1996 the 59th to 63rd outfielders based on at-bats were:
59 - Chris Gwynn SD (90 AB .178-1-10-0)
60 - Trinidad Hubbard Col/SF (89 AB .213-2-14-2)
61 - Vince Coleman Cin (84 AB .155-1-4-12)
62 - Jacob Brumfield Pit (80 AB .250-2-8-3)
63 - Milt Thompson LA/Col (66 AB .106-0-3-1)
Now, do you really think there is inherently more value in the last group of outfielders than the last group of catchers? Of course there isn't and that is why positional scarcity does not work.
Aha! you say. We obviously used an NL example
because with the DH in the
To roll these examples forward here are the results for 1998-2002: (of course, after expansion, we are looking at catchers 27-30 and outfielders 71-74 in the NL).
To summarize the average results over those 5 years we look to the average of the 4 players in each group.
NL Catchers: 119 .233
NL Outfielders: 102 .220
In both groups the catchers hit for a higher average with more the same or more HRs and more RBI.
Remember, these examples assume that no outfielders are used at either DH or utility.
Again, we look at what happened in 2003.
Catchers 23-26 in the
NL Catchers: 128 .231
NL Outfielders: 108 .235
As you can see the stats are remarkably consistent. As they should be! And, any good valuation system will have the last outfielders taken and the last catchers taken at the same values if they have properly allocated the ABs.
Now, back to how the theory works. In implementing the best/worst theory some "experts" twist themselves into pretzels to make the numbers work. To factor in positional scarcity they increase the value of the output of the top catchers. However, in order to keep the system in balance, they have to "devalue" similar performances in outfielders. What happens under this system is that an outfielder who sells for the same price as the best catcher will put up better stats. He has to since the system was designed that way!! If that sounds like a great exercise in tail chasing you are right, it is.
Another reason some prognosticators believe in positional scarcity is because their system tells them it exists. The problem here is with the system, not positional scarcity. If you have a system that does not tie the playing time of players to the playing times that teams really generate you end up believing that positional scarcity exists. Thus, a system that allocates 200 at bats to the 60th outfielder and 200 at-bats to the 24th catcher is not mirroring reality. However, the prognosticator looks at the system and sees the values out of whack. The 60th outfielder is worth 4 or 5 units and the last catcher worth drafting is the 18th. Rather than correcting the at-bats, he fiddles with the values. Thus, he corrects his mistake by foisting on his customers yet another erroneous theory. Our customers thank them all the way to the bank.
If you see any book or article which puts forth this theory, do your own comparison. First, make sure the dollar values add up in total. Then compare the stats of the top catcher to an equally valuable outfielder. If the author is true to his theory you will see better stats from the outfielder, you must!
Remember, a homer is a homer is a homer...
The moral here? Whenever anyone in your league espouses positional scarcity, praise them for their insight and knowledge and don’t laugh until you are out of earshot.
CAUTION: You do need to look at league size. For example, using the 2003
One last cautionary note. This essay pertains to auction leagues. In leagues that use a straight draft you are looking at the relative drop in value at a position. Thus the good middle infielders and catchers are draft first because there is such a drop in talent after the top tier. However, at the bottom it really shouldn’t make a difference who you take.
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