The Obstacles for the Underpowered First Baseman
Last Monday, Eno Sarris published a post here examining the possibility — based on some reasonable questions regarding the positional adjustments which inform WAR — that giant, large slugger-types are more valuable than our typical assumptions about the market have previously indicated. Eno’s conclusion: they’re still probably not (more valuable, that is). For whatever benefits these sluggers might receive from a revision of those positional adjustments, it probably doesn’t compensate for the other deficits generally tied to this type of player.
Eno’s work rests largely on this thread of logic: first basemen (and designated hitters) aren’t particularly great long-term free-agent investments because power tends to age poorly. There is, one finds, an assumption embedded within this claim — i.e. that the value of first basemen is tied strongly to power. And the assumption is supported by evidence. Regard: in 2015, first basemen and designated hitters produced the highest isolated-power figure (ISO) among all position types. In 2014, first basemen and designated hitters also produced the highest ISO among all position types. The year before that, in 2013, first basers and DHs produced the highest ISOs. This is very probably the case for every other season, as well. Nor is this a surprising development: in order to compensate for the runs they’re unable to save on the defensive side of the ball, first basemen have to produce more runs on the offensive side of it. Compiling extra bases is the most expedient means of doing that.
Recording extra-base hits isn’t the only means to generating runs, however. A player can also succeed as a batter by walking more than average, or striking out less often than average, or recording an above-average number of hits per ball in play. Indeed, every year, there are a handful of batters who produce above-average batting lines despite failing to post even league-average ISO figures.
Consider: among 141 qualified hitters in 2015, 16 of them recorded both (a) an isolated-power figure below league average (which was .153 in 2015 among non-pitchers) and also (b) a park-adjusted batting mark above 100.
| Name | Team | PA | ISO | BB% | K% | BABIP | wRC+ |
| Jason Kipnis | CLE | 641 | .149 | 8.9% | 16.7% | .356 | 126 |
| Jason Heyward | STL | 610 | .146 | 9.2% | 14.8% | .329 | 121 |
| Jose Altuve | HOU | 689 | .146 | 4.8% | 9.7% | .329 | 120 |
| Yunel Escobar | WAS | 591 | .101 | 7.6% | 11.8% | .347 | 120 |
| Francisco Cervelli | PIT | 510 | .106 | 9.0% | 18.4% | .359 | 119 |
| Adam Eaton | CHA | 689 | .144 | 8.4% | 19.0% | .345 | 118 |
| Christian Yelich | MIA | 525 | .116 | 9.0% | 19.2% | .370 | 117 |
| Matt Duffy | SFN | 612 | .133 | 4.9% | 15.7% | .336 | 116 |
| Dee Gordon | MIA | 653 | .085 | 3.8% | 13.9% | .383 | 113 |
| Ian Kinsler | DET | 675 | .131 | 6.4% | 11.9% | .323 | 111 |
| Odubel Herrera | PHI | 537 | .121 | 5.2% | 24.0% | .387 | 110 |
| Xander Bogaerts | BOS | 654 | .101 | 4.9% | 15.4% | .372 | 109 |
| Nick Markakis | ATL | 686 | .080 | 10.2% | 12.1% | .338 | 107 |
| Brett Gardner | NYA | 656 | .140 | 10.4% | 20.6% | .312 | 105 |
| Jhonny Peralta | STL | 640 | .136 | 7.8% | 17.3% | .311 | 105 |
| Billy Burns | OAK | 555 | .098 | 4.7% | 14.6% | .339 | 102 |
| Average | — | — | .121 | 7.2% | 15.9% | .346 | 114 |
Using raw ISO figures next to park-adjusted batting indices might unfairly penalize players whose home parks inflate power while unfairly rewarding those whose home parks suppress it, but absolute precision isn’t the concern here. The point is this: not only is it possible for a player to record below-average power numbers and an above-average batting line, but also that it happened multiples times just in the past year.
Notably, however, none of the 16 players in the table above were regular first basemen or designated hitters in 2015. The list features corner outfielders and center fielders, middle infielders and third basemen, and even one catcher, but no first basemen. Why? Perhaps as a result of mere anomaly. On the other hand, perhaps… not that?
With a view to creating a “composite sketch” of the successful but also underpowered first baseman, I endeavored to locate the top seasons produced by members of that group. Starting from the start of the expansion era (i.e. since 1961), I found the top-20 seasons by prorated WAR among those players who were categorized as first basemen in the relevant season and also recorded the following:
- Sufficient plate appearances to have qualified for the batting title; and
- A positional adjustment of -7.5 or lower (to ensure that the relevant player had mostly occupied the less challenging end of the defensive spectrum that year); and
- An ISO below the relevant season’s league-average mark.
Below are the results of that search. To better represent each batter’s numbers relative to the offensive environment in which he played, I’ve presented walk rate, strikeout rate, and BABIP as index stats. A figure of 100 denotes league average and above 100 denotes a mark better than that. (Note: this is also true for strikeout rate. That is, a higher number represents fewer strikeouts relative to league average.) For reference, I’ve also included fielding runs per 600 plate appearances.
| Name | Team | Year | PA | Pos/600 | ISO+ | wRC+ | BB+ | K+ | BABIP+ | Fld/600 | WAR/600 |
| Keith Hernandez | NYN | 1986 | 652 | -8.2 | 97 | 146 | 160 | 128 | 116 | 8.3 | 5.3 |
| John Olerud | NYN | 1999 | 723 | -7.9 | 99 | 135 | 180 | 143 | 101 | 10.0 | 4.8 |
| Keith Hernandez | NYN | 1985 | 682 | -8.4 | 88 | 130 | 128 | 136 | 114 | 12.3 | 4.4 |
| Daric Barton | OAK | 2010 | 686 | -10.0 | 88 | 126 | 184 | 117 | 106 | 10.3 | 4.3 |
| Mark Grace | CHN | 1997 | 654 | -8.2 | 94 | 130 | 148 | 158 | 107 | 11.0 | 4.3 |
| Rod Carew | LAA | 1982 | 612 | -7.8 | 65 | 123 | 130 | 137 | 121 | 17.6 | 4.2 |
| Keith Hernandez | STL | 1982 | 694 | -8.2 | 88 | 126 | 171 | 123 | 113 | 10.4 | 4.1 |
| Rod Carew | MIN | 1978 | 651 | -8.0 | 88 | 135 | 138 | 121 | 129 | 0.0 | 4.1 |
| Joe Cunningham | CHA | 1962 | 652 | -8.1 | 93 | 131 | 170 | 129 | 111 | 7.4 | 4.0 |
| Doug Mientkiewicz | MIN | 2003 | 574 | -10.6 | 93 | 125 | 148 | 140 | 107 | 9.1 | 3.9 |
| Mike Hargrove | CLE | 1981 | 398 | -8.6 | 73 | 140 | 178 | 167 | 115 | 1.5 | 3.9 |
| Mark Grace | CHN | 1992 | 689 | -8.4 | 99 | 128 | 120 | 163 | 108 | 7.0 | 3.8 |
| Mark Grace | CHN | 1996 | 616 | -8.2 | 78 | 127 | 109 | 158 | 113 | 9.7 | 3.8 |
| Rod Carew | LAA | 1981 | 421 | -8.0 | 60 | 121 | 126 | 111 | 122 | 11.4 | 3.8 |
| Mike Hargrove | TEX | 1975 | 610 | -7.8 | 95 | 131 | 141 | 113 | 115 | 1.0 | 3.5 |
| Kevin Seitzer | — | 1996 | 675 | -10.4 | 88 | 123 | 139 | 127 | 118 | 3.6 | 3.4 |
| Scott Hatteberg | OAK | 2002 | 568 | -11.3 | 96 | 121 | 135 | 139 | 99 | 7.9 | 3.4 |
| Wally Joyner | SDN | 1996 | 510 | -8.5 | 79 | 116 | 145 | 113 | 103 | 12.9 | 3.3 |
| Keith Hernandez | NYN | 1987 | 676 | -8.0 | 94 | 123 | 132 | 97 | 111 | 3.6 | 3.2 |
| Wes Parker | LAN | 1966 | 564 | -8.2 | 99 | 114 | 153 | 94 | 101 | 7.4 | 3.2 |
| Average | — | — | 615 | -8.6 | 88 | 128 | 147 | 131 | 112 | 8.1 | 3.9 |
The observant reader will note that this table allows for at least one variable that the first did not — namely, the influence of single-season fielding metrics. While one might suppose that the variance inherent to single-season defensive numbers would render the table an exercise in chaos, it actually creates an illustrative consistency. Regard: just three players are responsible for half the seasons displayed here.
Indeed, the seasons here authored by Rod Carew, Mark Grace, and Keith Hernandez conspire to provide a helpful blueprint for the underpowered first baseman’s success. Like the other members of this table, that triumvirate almost always produced better-than-average walk and strikeout rates — and above-average BABIPs — while also saving enough runs in the field to more or less negate the influence of the penalty imposed by their positional adjustment.
At the bottom of the table above, I’ve presented the average mark for each metric among these top-20 seasons. One finds, for example, that the members of this group produced a collective walk rate 47% better than league average. And a strikeout rate 31% better (i.e. lower) than league average. And a BABIP that was collectively 12% better than league average.
Presented merely as index stats, those numbers may not signify much. So, to better ground them in the context of the present run environment, I’ve translated them to 2015 stats below.
| Metric | Index | Equals in 2015 |
| ISO | 88 | .134 |
| BB% | 147 | 11.4% |
| K% | 131 | 13.8% |
| BABIP | 112 | .336 |
| Def | — | -0.5 |
So, in other words, the average player from that list of top-20 underpowered first-basemen seasons from above — were he transported to the present day — would produce the numbers one finds here: a .134 ISO, an 11.4% walk rate, a 13.8% strikeout rate, etc.
Those average figures provide a clue as to the reluctance of clubs to rely on underpowered first basemen. Because, while certain of these metrics (isolated power, walk rate, strikeout rate) are likely to depict something like true talent over the course of one season, others (BABIP, defensive runs) are much more susceptible to variance in a single year. These productive but underpowered seasons are the result, in no small part, of success on balls in play and fielding runs. And while it’s entirely possible for a player to possess an actual skill that will allow him to excel by either or both measures, it’s a much greater challenge to identify those skills.
By way of illustration, consider the following table. In this case, I’ve isolated the four measures by which the successful, underpowered first basemen have excelled — and, in so doing, been able to compensate for their relative paucity of extra-base hits. For each of those four measures, I’ve also included the number of players forecast to exceed the relevant mark in 2016 according the Steamer projections. Note that the Def mark denotes players who’ve received a positional adjustment of -7.5 or worse (and therefore can be reliably expected to play mostly first base), but still received a defensive projection of -0.5 or better.
| Metric | Index | Equals in 2015 | # Projected to Beat |
| BB% | 147 | 11.4% | 34 |
| K% | 131 | 13.8% | 104 |
| BABIP | 112 | .336 | 10 |
| Def | — | -0.5 | 0 |
This table summarizes the challenge of employing an underpowered first baseman: while his lack of extra-base strength requires him to compensate by means of the four categories represented here, expecting a batter to meet the necessary thresholds is unreasonable. As the Steamer projections reveal, over 100 batters can be expected to surpass the requisite strikeout-rate threshold in 2016 and 30-plus batters will do the same thing for walk rate. Only 10 batters, though, can be reasonably expected to reach the BABIP mark and literally no one can be expected both to play first base and reach the -0.5-run mark on the defensive side. The absence of even league-average power, in the end, puts considerable pressure on the player to succeed by other means. Not so much pressure that it has happened before, but enough that it doesn’t happen dependably.
Carson Cistulli has published a book of aphorisms called Spirited Ejaculations of a New Enthusiast.
The other side of the coin is that teams generally want power somewhere in their lineups, and first, DH, and the corner outfield spots are usually the places to put it. So an exceptional fielder with a high OBP (your list, basically) works at first, but you’d probably rather sacrifice some defense — it’s not like those top 20 seasons match Frank Thomas’s good years.
I think that the reality that Cistulli is getting at is that good fielders with a high OBP are rare. More importantly, Cistulli’s list involves superb fielders with a high OBP. Only 2 players in the 1b category put up a positive DWAR between 2000 and 2015. And one of them is Darren Erstad, who put in a few seasons at 1B, but who put up his DWAR numbers in the outfield. So that leaves Travis Ishikawa.
Even the dudes that show up all over that list averaged negative defensive value. Mark Grace put up -62.7 DRAR over 16 seasons. Olerud put up -45.3 in 17. Rod Carew put up -35.3 in 18. Kieth Hernandez put up +0.3 in 17, making him probably the best defensive 1B of all time. (if you want to go by DRAR, everyone ahead of him on the list was either primarily not a 1B (and put up their positive DRAR at another position) or from the 1900-1920 period of baseball being a very very different thing).
Essentially, to get on this list you have to be a world class defender in a good year. No one is predicted to have a better than -0.5 DRAR season at 1b next year, but someone probably will.
When I think of guys that fit this list too, I see some names that didn’t quite hit the cut. 2007 Kevin Youkilis and Todd Helton both put up pretty solid defense at 1B while having good offensive years without incredible power numbers. Both saw most of their value coming from OBP and defense. Both had just a hair too much ISO to make the cut (Helton only had 17 home runs, but he hit 42 doubles.)
Basically, what it comes down to is that even if you put a world class defender at 1B, the position is so meaningless defensively that he immediately has less of an impact. Darrin Erstad was a spectacular outfielder, but even he put up negative dRAR numbers in the years he played primarily first base. Essentially, you can scrape together a good year from a guy with no power at 1st. But it’s a safer bet to stick someone there who can really rip it. Or at least someone who is an above average hitter but can’t play any other positions.
Defensive WAR is positionally adjusted. So it’s not completely fair to any of these guys to say they were a massive negative defensively. It’s all relative. Mark Grace ‘scored’ a negative 62.7 dWAR but over the course of his 15.5 year career he was deducted 193.75 by virtue of the position he played.
The first person that came to mind when I saw that average line was Joe Mauer.
Lifetime: 11.9 K%, 12.4 BB%, .138 ISO, .344 BABIP
Unfortunately for him (and Twins fans), basically all of those have been trending the wrong direction and he hasn’t been stellar defensively. On the other hand, you can see why maybe the Twins thought Mauer could still be valuable as a first baseman.
what percentage of the guys on the 1B list throw lefthanded? My thought, since I think most of them are left handed and provided good defensive value, is that they would have otherwise been able to play 3B or 2B possibly.
or does being left-handed just provide a big advantage at 1B?
I think the best argument for a guy that was stuck at first because he was left handed is probably Keith Hernandez. Carew actually played mostly second until he was 30. The other names on the list are pretty much all statues, whether they’re left or right handed.
I don’t think being left handed is much of an advantage at first. To the extent lefties are better, I’d say a bigger reason is that they can’t play third base. A good fielding right handed first baseman would presumably be re-positioned to third base.
A left handed 1b has his glove hand pointing toward fair territory, which is more useful than pointing toward foul territory.
Mark Grace and John Olerud were pretty good defenders. And Wes Parker is often seen as one of the best defensive 1b ever.
I can understand 3b and ss, but I think teams should be more willing to put a lefty at 2b. Second basemen often throw to their right anyway, and even when throwing to 1b, the distance isn’t that far, so there is plenty of time for a lefty to pivot and make that throw.
The problem for a lefty 2B isn’t the distance, it’s the angle. The 2B turning the double play will always have a runner bearing down on him and (even if rule changes someday eliminate the take-out slide) he has to find a path for the ball that avoids the runner; if your momentum is carrying you towards the inside of the bag, that’s always going to be easier for a righty, since facing 1B the right arm is further away from the path of the runner. Moreover, when taking a feed from the SS a lefty would have to do a full pirouette across the bag to throw back to 1st, every time. Great athletes can pull off something like that occasionally, but on a routine basis?
One of the main points of the article that I gained from the article is your argument that clubs may be reluctant to rely on underpowered first basemen due to their reliance on BABIP and defense (which have more variance year-to-year).
The issue is that you determine the thresholds of .ISO, K%, BB%, .BABIP, and Defense based on the top player-seasons by WAR from players with low .ISO. Since WAR is composed of Offense + Defense, it makes sense that the best seasons over the past 30+ years will be player-seasons with a strong combination of both.
On the offensive side, since we are limiting the range in .ISO we are looking at, it makes sense that the best seasons will consist of those with combinations of strong K%, BB%, and .BABIP. In fact, if we restricted the selection of players to those of above average .ISO, the best player-seasons would probably also have above average K%, BB%, and .BABIP rates. On the defensive side, it obviously makes sense that a player would have to have a particularly strong defensive season statistically to have a high WAR.
Whether or not this leads to the “reluctance” of teams in finding underpowered first basemen due to the variance of BABIP and defense is questionable. I think that we are beginning to understand the components of .BABIP better with a better understanding of batted ball data, and while it is true that defensive ability is quite variable statistically on a year to year basis, teams probably have a pretty good understanding of how good defensively a player is (especially at a position like first base, since it would also be easier to determine how good a player’s glove/stretching ability/reflexes are than something more difficult like range, speed, and arm).
When you select the top 20 player-seasons of the past 30+ years from a very select group of people (underpowered first basemen) it makes sense that it would be hard to find one of these player-seasons next year. I mean, you could do the same without the .ISO and defensive adjustment restrictions and it would still be hard to expect someone to have that type of season next year.
I think that the simpler explanation wins here. Fat, big people with poor range typically play first base since it is the easiest position to play. These people also have big power. If they don’t have power and can’t play other defensive positions, they better be damn good hitters and field well to be on a major league team. And they better hit and field really well and also get lucky to have a really good season. These players are rare. I’m just not really sure what this article adds on top of that.
tl;dr Go Jays Go
Just a great article. So much to think about here, thanks.
The players at the top were not underpowered over their careers. So yes, they put up some excelent low ISO seasons but mostly and in their best seasons they put up ISOs in excess of .190. Even Olerud who I always considered my paradigm of a weak hitting 1b sig topped your ISO during his heyday…
So even here, the creature you hunt is not really what you have caught…
Ask the pitchers who faced him if they considered John Olerud a weak hitter. He might have been a little less likely to hit one into the cheap seats as some other first basemen, but he was far more likely to beat you some other way, as his career 130 wRC+ indicates.
Carson, this is excellent. Thanks.
So what does this all mean for Hanley Ramirez? On the flip side of the coin, what do you have to do to overcome phenomenally bad defense?