Sunday, February 17, 2008

1800's first-class cricket in England: wicket-keepers

This is Part 9, and also the final instalment, in my series on first-class cricket in the 1800's in England.

1 - data
2 - classification of matches
3 - filling in the gaps
4 - bowlers
5 - batsmen
6 - bowlers across eras
7 - batsmen across eras
8 - all-rounders (across eras)
9 - wicket-keepers

In this post I look at wicket-keepers. I've decided to focus on pure wicket-keeping, and so I've ignored batting. It's a bit boring-listy, but there's a graph below all the tables.

Many of the early scorecards do not indicate who the wicket-keeper was. If there were one or more stumpings, whoever effected the first one was deemed as the keeper. I don't think that this is much of a problem in terms of the tables below, since most of the record-getters played once the scorecards became more complete. Nevertheless, there are probably minor errors, since sometimes teams change wicket-keepers, and I've allocated all the innings byes to the first one (that I know of).

To begin, let's have a look at the leading keepers by dismissal in the 1800's. The last column is the percentage of team runs conceded as byes.

name start end mat ct st dis b %
M Sherwin 1876 1896 308 577 205 782 3,05
EW Pooley 1864 1883 289 420 352 772 2,29
H Wood 1881 1899 290 532 114 646 2,87
D Hunter 1888 1899 252 437 180 617 2,98
R Pilling 1877 1889 226 418 187 605 3,04
H Phillips 1869 1891 209 335 184 519 2,97
HR Butt 1890 1899 204 334 130 464 2,46
JH Board 1891 1899 185 329 115 444 2,60
T Lockyer 1849 1866 154 234 112 346 1,78
J Hunter 1878 1888 153 220 118 338 3,91

Mordecai Sherwin tops the list. He was, amusingly, a keeper in both cricket and professional soccer. Both Hunter brothers make the top ten.

The leader in terms of dismissals per match (with at least 20 matches) is Charles Smith at 2,69. Behind him are Pilling and Pooley.

If you look down the right-hand column of the above table, one man stands out — Tom Lockyer. He was easily the best in terms of byes in the 1800's. With a qualification of 50 matches:

name start end mat ct st dis b %
T Lockyer 1849 1866 154 234 112 346 1,78
AP Wickham 1878 1899 65 68 42 110 2,03
JA Bush 1870 1890 145 205 93 298 2,13
AE Newton 1885 1899 83 130 50 180 2,21
A Pike 1894 1899 63 99 28 127 2,27
EFS Tylecote 1871 1886 62 90 48 138 2,29
EW Pooley 1864 1883 289 420 352 772 2,29
FH Huish 1895 1899 88 208 23 231 2,36
JP Whiteside 1888 1899 108 159 44 203 2,45
HR Butt 1890 1899 204 334 130 464 2,46

Fred Huish, early in his career, was showing signs of his greatness as a wicket-keeper. He figures prominently in the next table, which shows the leading keepers by number of dismissals for all first-class matches in England. I've added an extra column — byes per 600 balls. Players from the 19th century are in bold.

name start end mat ct st dis b % b/600
RW Taylor 1960 1988 547 1257 155 1412 1,03 2,76
H Strudwick 1902 1927 610 1133 220 1353 2,97 8,63
JT Murray 1952 1975 546 1116 219 1335 2,05 5,50
FH Huish 1895 1914 493 922 377 1299 2,91 8,35
D Hunter 1888 1909 543 910 347 1257 2,59 6,69
B Taylor 1949 1973 520 1036 200 1236 1,54 4,28
HR Butt 1890 1912 543 949 275 1224 3,05 8,89
H Elliott 1920 1947 517 886 292 1178 1,84 4,67
JH Board 1891 1913 482 810 348 1158 2,63 7,82
RC Russell 1981 2004 405 1033 111 1144 0,93 2,92

Huish never played a Test match, mostly because of Bert Strudwick, two places ahead of him on that table. Bob Taylor is the leader all-time, as we would expect (since he holds the overall first-class record).

My last two tables show a curious phenomenon. The first has the leading keepers by byes percentage. Qualification for both: 60 matches.

name start end mat ct st dis b % b/600
DE East 1981 1989 189 479 53 532 0,81 2,40
RJ Turner 1988 2005 233 666 49 715 0,83 2,88
P Whitticase 1984 1995 129 309 14 323 0,84 2,63
GR Stephenson 1967 1980 270 584 77 661 0,85 2,23
BJM Maher 1981 1993 125 279 14 293 0,87 2,85
RC Russell 1981 2004 405 1033 111 1144 0,93 2,92
SJ Rhodes 1984 2004 390 1009 101 1110 0,95 3,02
CP Metson 1981 2001 230 556 51 607 0,95 3,03
CMW Read 1998 2007 151 462 23 485 0,99 3,45
APE Knott 1964 1985 411 1012 101 1113 1,02 2,76

Lots and lots of 1980's, with David East the best. Now again, but for byes per 600 balls:

name start end mat ct st dis b % b/600
GR Stephenson 1967 1980 270 584 77 661 0,85 2,23
DE East 1981 1989 189 479 53 532 0,81 2,40
P Whitticase 1984 1995 129 309 14 323 0,84 2,63
RW Taylor 1960 1988 547 1257 155 1412 1,03 2,76
APE Knott 1964 1985 411 1012 101 1113 1,02 2,76
BJM Maher 1981 1993 125 279 14 293 0,87 2,85
RJ Turner 1988 2005 233 666 49 715 0,83 2,88
RC Russell 1981 2004 405 1033 111 1144 0,93 2,92
BSV Timms 1959 1971 231 456 70 526 1,24 3,00
SJ Rhodes 1984 2004 390 1009 101 1110 0,95 3,02

Now Bob Stephenson moves up to first, part of a general movement of 1960's keepers up the rankings. It would appear as though he was unlucky not to play a Test, but with his career coinciding with Taylor's and Alan Knott's, he was kept in county cricket.

I'm guessing that the difference between byes percentage and byes per 600 balls is due to batsmen hitting the ball more often in the 1980's, so that less balls got through to the keeper. Ideally, we'd have a "byes per balls that passed the batsmen". It should be possible to come up with a correction factor based on the run rate (so that you'd use run rate as a proxy for balls hit), but I haven't tried to do so, and in the absence of ball-by-ball data I don't know how accurate it would be.

We know the number of overs in about 95% of the innings that Tom Lockyer kept. In these, he averaged just under 10 byes ber 600 balls, almost exactly the same as Paul Nixon.

I don't want to do era adjustments for wicket-keepers. The balance between bat and ball can change, and so averages should be adjusted accordingly to get comparisons of talent levels. But letting through byes shouldn't change much with eras of low scoring. Still, you might want an idea of how far away from the average keeper of the era someone like Lockyer was, so here's a graph showing the overall byes percentage for each season. There's a lot of early noise because of the low number of matches. There's a huge peak in the era of very low scoring around the 1830's. This isn't just because the byes were constant and the runs were decreasing — there's a peak in the byes per match as well, suggesting that keepers had just as much trouble with the round-arm bowling on those pitches as batsmen did.



Noteworthy are the jumps that follow the World Wars, telling us that keepers were out of practice and skill levels had dropped. The general trend after World War II was downward until about 1990, when it starts to rise again, presumably when teams started giving more importance to keepers' batting ability.

Looking pre-World-War-I, there are a couple of phases whose causes I don't know. There is a clear rise from the 1860's to the 1880's, before it starts to fall again and then noisily flatten out in around 1900.

And that's the end of this post and this series on 1800's first-class cricket in England. Thanks to anyone who actually read it all.

FIN

Comments:
Hello Good Friend

I’m sure you are concerned about all the worlds ills, and you probably wish there was at least one thing you could do.

Well now there is visit cricketwithballs.com and Sign my David Hussey for Australia Petition and you’ll be contributing to world peace.

Vote David Hussey, he will represent you the people.
 
Looking at the prices paid for IPL players at the Mumbai auction, I get the impression that Indian players are valued far more than their performances would justify, perhaps on account of how they will draw in crowds. Would it be possible to calculate premiums for Indian players as a percentage of value? Aside from their bowling and batting averages, is there anything else that would enter your sums?
 
Post a Comment

Subscribe to Post Comments [Atom]





<< Home

This page is powered by Blogger. Isn't yours?

Subscribe to Posts [Atom]