So far in this series, we’ve developed a new method for evaluating starting pitchers and established the scale of the scores produced by that method. Having gone through the intricate methodology, let’s finally get into the actual fun results: the top 100 starting pitching seasons since 1901, according to GSDev.
Rather than
going through those seasons sequentially from 100 to 1, let’s do something a bit unorthodox and work our way through pitcher by
pitcher, from fewest top-100 seasons to most. To start out, here are the 35 pitchers who had exactly one season in
the top 100:
|
Rank |
Pitcher |
Year |
Starts |
Adj GS |
GSDev |
|
9 |
Ron Guidry |
1978 |
37 |
68.3 |
19.88 |
|
10 |
Mike Scott |
1986 |
39 |
68.9 |
19.86 |
|
11 |
Dwight Gooden |
1985 |
35 |
69.7 |
19.50 |
|
15 |
Grover Alexander |
1915 |
44 |
71.6 |
19.03 |
|
25 |
John Smoltz |
1996 |
40 |
67.7 |
18.28 |
|
26 |
Mike Norris |
1980 |
33 |
65.0 |
18.19 |
|
29 |
Kevin Brown |
1998 |
40 |
66.4 |
17.77 |
|
30 |
JR Richard |
1979 |
38 |
63.7 |
17.72 |
|
32 |
Gerrit Cole |
2019 |
38 |
67.3 |
17.67 |
|
35 |
Lefty Gomez |
1937 |
36 |
68.6 |
17.46 |
|
40 |
Carl Hubbell |
1936 |
36 |
69.1 |
17.34 |
|
49 |
Jake Arrieta |
2015 |
36 |
65.6 |
16.99 |
|
60 |
Corey Kluber |
2017 |
31 |
66.7 |
16.59 |
|
61 |
Tim Lincecum |
2009 |
32 |
66.2 |
16.50 |
|
62 |
Jacob deGrom |
2018 |
32 |
67.4 |
16.47 |
|
63 |
Bret Saberhagen |
1989 |
35 |
65.0 |
16.47 |
|
67 |
Dolf Luque |
1923 |
37 |
67.4 |
16.22 |
|
70 |
Mario Soto |
1982 |
34 |
63.1 |
16.18 |
|
72 |
Vida Blue |
1971 |
40 |
66.2 |
16.17 |
|
73 |
Smoky Joe Wood |
1912 |
41 |
70.6 |
16.13 |
|
74 |
Josh Beckett |
2007 |
34 |
64.9 |
16.12 |
|
75 |
Jason Schmidt |
2003 |
30 |
67.1 |
16.09 |
|
78 |
Jim Palmer |
1975 |
38 |
65.0 |
16.05 |
|
82 |
Robin Roberts |
1953 |
41 |
63.9 |
15.98 |
|
84 |
Steve Rogers |
1982 |
35 |
62.6 |
15.97 |
|
85 |
John Tudor |
1985 |
41 |
62.9 |
15.96 |
|
88 |
Gaylord Perry |
1972 |
40 |
65.8 |
15.91 |
|
89 |
Christy Mathewson |
1905 |
40 |
71.3 |
15.90 |
|
90 |
Kevin Appier |
1993 |
34 |
65.6 |
15.89 |
|
91 |
Don Drysdale |
1964 |
40 |
64.1 |
15.89 |
|
92 |
Luis Tiant |
1968 |
32 |
67.5 |
15.87 |
|
95 |
Dizzy Dean |
1934 |
36 |
67.2 |
15.85 |
|
96 |
Mordecai Brown |
1909 |
34 |
71.4 |
15.83 |
|
97 |
Bucky Walters |
1939 |
37 |
64.9 |
15.78 |
|
100 |
Nolan Ryan |
1977 |
37 |
62.9 |
15.71 |
That brings us to the #26 season, Mike Norris’s 1980. If you compare his numbers directly against #29 (Kevin Brown 1998), Norris has both a lower average Game Score and substantially fewer starts. The league average adjusted Game Score in 1998 was higher than in ’80, but only by 0.8; Brown’s average beats Norris’s by 1.4. So what gives?
As I briefly
mentioned earlier in the series, 1980 has the lowest five-year rolling
regressed average for distance between Game Scores for regulars and Game Scores for scrubs.
The surrounding years, particularly ’79 and ’81 but to some extent ’77-’84, are
all at least fairly low-deviation in historical terms, whereas 1998 and the surrounding years were pretty
normal. You can definitely see that effect in a few entries here (Guidry,
Norris, Richard, Soto, Rogers), and let’s just say we’re not done with that
effect yet.
Is this adjustment legitimate? We’ve discussed this a bit already, but it strikes me as
at least reasonable. The early ‘80s produced relatively few standout pitching
seasons compared to the size of the league. From ’79 to ’83 (omitting ’81 due
to the strike), the fifth-ranked starting pitcher in bWAR year by year produced
5.8, 5.9, 5.8, and 5.3; from ’69 to ’73 (in a slightly smaller league), the #5
starters by bWAR went 7.8, 6.4, 8.5, 7.1, 7.7. So there may well be an
environmental effect present here. I should note that this reduction in deviation does not occur every time the number of standouts drops (GSDev still sees the 1950s as
comparatively high-deviation, for instance). But having looked at a couple of
general correlations, I’m comfortable keeping the adjustment (with the
historical average included in the weighted deviation to keep things from
getting too out of hand).
Having
established a sense of the performance level required to crack the top 100,
let’s move on to the pitchers who did so twice. We’ll sort them by best season,
but group the two seasons for each pitcher together:
|
Rank |
Pitcher |
Year |
Starts |
Adj GS |
GSDev |
|
5 |
Steve Carlton |
1980 |
42 |
65.6 |
21.25 |
|
20 |
Steve Carlton |
1972 |
41 |
69.2 |
18.49 |
|
6 |
Bob Gibson |
1968 |
37 |
72.6 |
20.75 |
|
33 |
Bob Gibson |
1969 |
35 |
69.1 |
17.61 |
|
8 |
Curt Schilling |
2001 |
41 |
67.7 |
19.94 |
|
34 |
Curt Schilling |
2002 |
36 |
67.0 |
17.60 |
|
17 |
Dazzy Vance |
1924 |
34 |
71.8 |
18.82 |
|
55 |
Dazzy Vance |
1928 |
32 |
69.8 |
16.81 |
|
24 |
Hal Newhouser |
1946 |
34 |
70.1 |
18.35 |
|
46 |
Hal Newhouser |
1945 |
39 |
67.2 |
17.17 |
|
38 |
Ed Walsh |
1910 |
36 |
74.3 |
17.40 |
|
69 |
Ed Walsh |
1908 |
49 |
68.1 |
16.20 |
|
42 |
Juan Marichal |
1966 |
36 |
66.2 |
17.26 |
|
54 |
Juan Marichal |
1965 |
37 |
65.7 |
16.82 |
|
43 |
Johan Santana |
2004 |
36 |
66.2 |
17.25 |
|
77 |
Johan Santana |
2006 |
35 |
64.9 |
16.05 |
|
48 |
Zack Greinke |
2009 |
33 |
66.6 |
17.04 |
|
76 |
Zack Greinke |
2015 |
34 |
65.0 |
16.07 |
|
66 |
Roy Halladay |
2011 |
34 |
65.3 |
16.23 |
|
94 |
Roy Halladay |
2010 |
36 |
64.0 |
15.86 |
Aside from
Carlton, we add two more members of the top 10. Gibson should surprise nobody;
his 1968 is one of the crowning achievements of the art of pitching, even when
you account for its very favorable circumstances. Schilling is a bit less predictable, even knowing that the playoffs count. In 2001,
regular season Schilling had a 2.98 ERA in 256.2 innings (in a season and a park that both favored hitters); if you add his
postseason work, the ERA drops to 2.69, and the innings total balloons to 305.
Now consider that Schilling is actually underrated by ERA; he allowed only one
unearned run in the entire year. And his FIP stats aren’t exactly lacking;
Schilling led the majors with an absurd 7.51 K/BB ratio, and just like his ERA,
his FIP improved sharply in the playoffs. Throw in a combined start total (41)
that’s unmatched since 1988, and you can start to see what the system is
thinking.
The main
additional note I’ll throw in here is the startlingly identical seasons posted
by Juan Marichal in ’66 and Johan Santana in ’04 – same start total, same
(rounded) average Game Score, and the league average and deviation work out so
that their GSDev scores area within .01 of each other. You wouldn’t think they
were all that similar on the surface (Marichal had 60 extra innings and yet
Santana still struck out 50 more hitters), but here we are.
Continuing on,
here are the pitchers with three top-100 seasons, presented in the same way as
the twofers were:
|
Rank |
Pitcher |
Year |
Starts |
Adj GS |
GSDev |
|
1 |
Pedro Martinez |
2000 |
29 |
79.1 |
23.86 |
|
2 |
Pedro Martinez |
1999 |
31 |
76.2 |
22.60 |
|
14 |
Pedro Martinez |
1997 |
31 |
72.2 |
19.07 |
|
4 |
Sandy Koufax |
1965 |
44 |
69.5 |
21.47 |
|
21 |
Sandy Koufax |
1966 |
42 |
66.0 |
18.49 |
|
27 |
Sandy Koufax |
1963 |
42 |
67.7 |
18.12 |
|
16 |
Lefty Grove |
1931 |
33 |
72.1 |
18.83 |
|
83 |
Lefty Grove |
1930 |
34 |
67.9 |
15.98 |
|
87 |
Lefty Grove |
1936 |
30 |
69.3 |
15.94 |
|
23 |
Bob Feller |
1940 |
37 |
69.4 |
18.43 |
|
31 |
Bob Feller |
1946 |
42 |
66.5 |
17.67 |
|
51 |
Bob Feller |
1939 |
35 |
67.0 |
16.92 |
|
44 |
Tom Seaver |
1973 |
40 |
66.9 |
17.22 |
|
53 |
Tom Seaver |
1971 |
35 |
68.9 |
16.82 |
|
64 |
Tom Seaver |
1977 |
33 |
65.1 |
16.36 |
|
57 |
Justin Verlander |
2011 |
38 |
64.6 |
16.68 |
|
71 |
Justin Verlander |
2012 |
37 |
63.8 |
16.18 |
|
81 |
Justin Verlander |
2019 |
40 |
64.3 |
15.99 |
And that’s
before we get to Pedro Martinez, who also missed the playoffs in two of the
three years presented here, including his #1 all-time 2000 season. Said season
has the fewest starts of any entry in the top 35 (and the two years tied for
second-fewest starts in that group are Martinez’s other two submissions). It helps
when your adjusted Game Score in your best year is nearly as high as Bob Gibson’s
UNADJUSTED Game Score in his aforementioned 1968 season.
Fun bonus note: Tom Seaver has a positively Saberhagenesque pattern of excellent odd-numbered years mixed with less-impressive even numbered outings. His three top-100 seasons were all in odd-numbered years, and his
fourth-best season (also ranked in the top 150) occurred in 1975.
Only two
pitchers had exactly four top-100 seasons. Both were obviously quite dominant,
but apart from that, they’re remarkably different:
|
Rank |
Pitcher |
Year |
Starts |
Adj GS |
GSDev |
|
22 |
Walter Johnson |
1913 |
36 |
74.9 |
18.48 |
|
37 |
Walter Johnson |
1912 |
37 |
74.0 |
17.40 |
|
65 |
Walter Johnson |
1915 |
39 |
69.3 |
16.32 |
|
86 |
Walter Johnson |
1918 |
29 |
73.4 |
15.95 |
|
36 |
Clayton Kershaw |
2015 |
35 |
66.6 |
17.45 |
|
50 |
Clayton Kershaw |
2013 |
37 |
64.5 |
16.96 |
|
79 |
Clayton Kershaw |
2014 |
29 |
67.4 |
16.03 |
|
80 |
Clayton Kershaw |
2016 |
25 |
68.4 |
15.99 |
Speaking of pitchers
who lacked postseason success… Kershaw appeared in the playoffs in all four of these
years; his results weren’t necessarily as bad as his reputation would suggest,
but they also didn’t live up to his regular season standard. Johnson, meanwhile,
spent his entire career on the perennially lousy Senators, and thus didn’t make
a World Series until his top-100 days were behind him.
In Johnson’s case, four top-100 seasons might feel low for a pitcher often referred to as the greatest ever. If it helps, the Big Train had four additional seasons ranked between 101 and 125.
Another note:
Kershaw’s 2016 included four postseason starts, meaning he made only 21 in the
regular season. He didn’t qualify for the ERA title that year, but if he had,
his 1.69 ERA and 1.80 FIP would have both been career bests, and that’s saying quite a lot in Kershaw’s case.
Kershaw and Johnson get our total up to 81 out of the top 100 seasons. I’ll present the last three pitchers consecutively and with minimal comment. That’s not because I don’t have anything to say about them; it’s because the natural next step after ranking the best individual seasons is ranking the best overall careers, and each of these pitchers will feature prominently on that list.
Greg Maddux
|
Rank |
Year |
Starts |
Adj GS |
GSDev |
|
13 |
1995 |
33 |
71.9 |
19.39 |
|
39 |
1994 |
25 |
73.5 |
17.35 |
|
52 |
1997 |
36 |
66.8 |
16.88 |
|
68 |
1998 |
36 |
65.5 |
16.21 |
|
98 |
1992 |
35 |
64.8 |
15.76 |
|
99 |
1996 |
40 |
64.1 |
15.75 |
Maddux’s ’94 and ’95 rank
that high despite the strike; ’94 ties Kershaw’s 2016 for the fewest starts of any top-100 season, and his GSDev in the shortened campaign outpaces Clayton’s effort by a substantial margin. Like Kershaw,
Maddux wasn’t quite as good in the playoffs as he was in the regular season,
but in the Octobers on this list (1995-98), he posted the following numbers: 15 starts,
109 innings, 2.13 ERA, 3.06 FIP. (The ERA is a bit deceptive as he also allowed
14 unearned runs, but that’s still a very solid RA of 3.30. Not quite the 2.47
RA he had in the accompanying regular seasons, but not too shabby against
postseason opposition either.)
Randy Johnson
|
Rank |
Year |
Starts |
Adj GS |
GSDev |
|
3 |
2001 |
39 |
71.3 |
22.14 |
|
12 |
1999 |
36 |
69.2 |
19.46 |
|
18 |
1995 |
33 |
70.7 |
18.57 |
|
19 |
2004 |
35 |
68.5 |
18.56 |
|
28 |
2000 |
35 |
67.1 |
17.80 |
|
41 |
2002 |
36 |
66.6 |
17.33 |
That’s not just six top-100 seasons; all of them made the top half of the list. And when a
pitcher capable of running off half a dozen top-50 entries gives you his best
regular season, then caps it off with a legendary postseason run? Well, you get
the third-best pitching season of the stretch from 1999-2001 (which GSDev also
considers the third-best season ever, period).
Roger Clemens
|
Rank |
Year |
Starts |
Adj GS |
GSDev |
|
7 |
1997 |
34 |
72.9 |
20.41 |
|
45 |
1986 |
38 |
65.6 |
17.19 |
|
47 |
1987 |
36 |
65.3 |
17.11 |
|
56 |
1998 |
33 |
67.4 |
16.74 |
|
58 |
1991 |
35 |
66.3 |
16.67 |
|
59 |
1988 |
36 |
65.6 |
16.65 |
|
93 |
1990 |
33 |
65.5 |
15.87 |
Clemens’s first
top-100 season came in 1986; his last came in 1998. That 12-year gap is easily the
largest of any pitcher who had multiple seasons on this list, and Clemens
posted five more top-100 seasons in between. And for all the time we’ve spent
on the playoffs in this post, Clemens only had double-digit postseason innings
in one of these seven years. There’s a reason he won seven Cy Young awards.
A final note
before wrapping up: You may notice the timeframes of the selections here are a
bit different than might be expected in a list of the greatest pitching
seasons. For the sake of comparison, here are the top 100 seasons by bWAR and
GSDev (limiting bWAR to 1901-2022 to put the comparison on even terms) broken down by decade:
|
Decade |
bWAR |
GSDev |
|
1901-09 |
18 |
3 |
|
1910-19 |
22 |
7 |
|
1920-29 |
6 |
3 |
|
1930-39 |
9 |
8 |
|
1940-49 |
7 |
4 |
|
1950-59 |
1 |
1 |
|
1960-69 |
7 |
9 |
|
1970-79 |
12 |
10 |
|
1980-89 |
5 |
11 |
|
1990-99 |
7 |
17 |
|
2000-09 |
4 |
13 |
|
2010-19 |
2 |
14 |
That is a
noteworthy difference, to put it mildly. The shift is one that makes sense to me
intuitively, as the league is nearly twice as big now as it was in 1901, and
also draws from a much wider base of potential players (racially and
geographically) than it did a century ago. (When sorting by year, the median top-100 season by bWAR
was in 1936; for GSDev, it’s in 1985. The median MLB team season between
1901-2022 was in 1976, significantly closer to the GSDev median.) The
interesting thing about that result, however, is that GSDev does not explicitly
adjust for the size of the league, or the quality of the competition, or any of
the other timelining considerations that are often made in all-time ratings (I added some of them to Weighted WAR, for instance). I have some
theories as to where this result comes from, and I’ll try to explore them as
the series moves forward.
But first,
having gone through the list of the greatest seasons, the follow-up question
practically asks itself: Which pitchers had the best careers? Next time, we’ll
start to explore how that question might be approached by GSDev.
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