※ [本文转录自 NY-Yankees 看板]
作者: leddy (耿秋) 看板: NY-Yankees
标题: [统计]右外野手的Zone Rating
时间: Sun May 13 09:37:23 2007
比照上一篇Sean Smith的作法, 我算了一下2006 RF的Zone Rating
Name BIZ Plays ZR OOZ Chance Total Plays Above
Plays AVG
B. Abreu 455 279 0.613 14 469 293 -11
M. Alou 234 147 0.628 7 241 154 -2
M. Bradley 275 186 0.676 5 280 191 9
J. Burnitz 201 116 0.577 4 205 120 -13
M. Cuddyer 400 238 0.595 7 407 245 -19
J. Drew 400 266 0.665 18 418 284 13
J. Dye 476 296 0.622 9 485 305 -10
J. Encarnacion 318 204 0.642 15 333 219 3
J. Francoeur 480 297 0.619 20 500 317 -7
B. Giles 430 276 0.642 22 452 298 5
S. Green 349 213 0.610 7 356 220 -11
V. Guerrero 402 249 0.619 4 406 253 -10
J. Guillen 211 153 0.725 11 222 164 20
B. Hawpe 432 264 0.611 16 448 280 -11
G. Jenkins 394 237 0.602 10 404 247 -15
J. Jones 387 260 0.672 15 402 275 14
A. Kearns 494 331 0.670 15 509 346 16
J. Lane 247 151 0.611 4 251 155 -8
N. Markakis 340 232 0.682 8 348 240 14
X. Nady 290 179 0.617 8 298 187 -6
T. Nixon 291 201 0.691 11 302 212 16
M. Ordonez 408 249 0.610 9 417 258 -12
A. Rios 315 207 0.657 11 326 218 7
R. Sanders 229 161 0.703 9 238 170 16
I. Suzuki 367 237 0.646 13 380 250 4
定义:
BIZ: Balls in zone
Plays: Plays made in zone
ZR: Zone rating
OOZ: Plays made out of zone
Chances: BIZ + OOZ
Total Plays: Plays + OOZ
Plays
Above
Name AVG Reliability Range New Total
B. Abreu -11 -11 0 -11
M. Alou -2 -2 0 -2
M. Bradley 9 11 -3 7
J. Burnitz -13 -12 -2 -14
M. Cuddyer -19 -17 -5 -22
J. Drew 13 11 6 17
J. Dye -10 -8 -6 -13
J. Encarnacion 3 1 5 6
J. Francoeur -7 -9 5 -4
B. Giles 5 2 9 10
S. Green -11 -10 -4 -13
V. Guerrero -10 -7 -8 -16
J. Guillen 20 18 4 23
B. Hawpe -11 -12 3 -9
G. Jenkins -15 -14 -2 -16
J. Jones 14 13 3 16
A. Kearns 16 16 0 16
J. Lane -8 -7 -4 -10
N. Markakis 14 15 -2 13
X. Nady -6 -6 -1 -7
T. Nixon 16 15 2 17
M. Ordonez -12 -11 -4 -15
A. Rios 7 6 1 7
R. Sanders 16 15 2 17
I. Suzuki 4 3 2 5
1. Reliability应可视为落点的判断, Range则为防守范围
2. Abreu在判断上低于平均, 但防守范围仍为平均值
3. 意外的是Ichiro在两项统计都没有高出平均值很多, 但去年
有一段时间是守CF, CF的数字竟然比RF的数字漂亮(虽然样本小)。
4. 将Chances不满250的拿掉后, 统计结果差异不大。