- Page 4 and 5: Chapman & Hall/CRCTaylor & Francis
- Page 6 and 7: Preface to Second EditionLike the f
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- Page 12 and 13: 9.1 Initial tree for the body fat d
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- Page 20 and 21: Contents1 An Introduction to R 11.1
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- Page 26 and 27: 4 AN INTRODUCTION TO Rhttp://CRAN.R
- Page 28 and 29: 6 AN INTRODUCTION TO RThe output of
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ANALYSIS USING R 31R> plot(mortalit
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ANALYSIS USING R 33R> layout(matrix
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ANALYSIS USING R 35R> barplot(xtabs
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ANALYSIS USING R 37right rectangle
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SUMMARY 39R> xyplot(jitter(log(A_in
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SUMMARY 41Ex. 2.2 Mortality rates p
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SUMMARY 43Ex. 2.4 Flury and Riedwyl
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46 SIMPLE INFERENCETable 3.1:roomwi
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48 SIMPLE INFERENCETable 3.3:water
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50 SIMPLE INFERENCEthe means of two
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52 SIMPLE INFERENCEsmall sample siz
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54 SIMPLE INFERENCER> tapply(roomwi
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56 SIMPLE INFERENCER> t.test(I(widt
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58 SIMPLE INFERENCER> mooringdiff
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60 SIMPLE INFERENCE1 R> nf psymb
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62 SIMPLE INFERENCER> library("vcd"
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64 SIMPLE INFERENCEresiduals and an
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66 CONDITIONAL INFERENCETable 4.1:s
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68 CONDITIONAL INFERENCETable 4.7:a
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70 CONDITIONAL INFERENCEtest statis
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72 CONDITIONAL INFERENCEThe distrib
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74 CONDITIONAL INFERENCE4.3.3 Gastr
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76 CONDITIONAL INFERENCER> cmh_test
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78 CONDITIONAL INFERENCETable 4.8:o
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80 ANALYSIS OF VARIANCEThe data in
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82 ANALYSIS OF VARIANCE5.2 Analysis
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84 ANALYSIS OF VARIANCER> plot.desi
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86 ANALYSIS OF VARIANCER> interacti
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88 ANALYSIS OF VARIANCEA and B ther
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90 ANALYSIS OF VARIANCER> plot(fost
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92 ANALYSIS OF VARIANCER> pairs(mea
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94 ANALYSIS OF VARIANCER> summary(m
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96 ANALYSIS OF VARIANCETable 5.5:st
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98 SIMPLE AND MULTIPLE LINEAR REGRE
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100 SIMPLE AND MULTIPLE LINEAR REGR
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102 SIMPLE AND MULTIPLE LINEAR REGR
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104 SIMPLE AND MULTIPLE LINEAR REGR
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106 SIMPLE AND MULTIPLE LINEAR REGR
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108 SIMPLE AND MULTIPLE LINEAR REGR
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110 SIMPLE AND MULTIPLE LINEAR REGR
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112 SIMPLE AND MULTIPLE LINEAR REGR
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114 SIMPLE AND MULTIPLE LINEAR REGR
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116 SIMPLE AND MULTIPLE LINEAR REGR
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118 LOGISTIC REGRESSION AND GENERAL
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120 LOGISTIC REGRESSION AND GENERAL
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122 LOGISTIC REGRESSION AND GENERAL
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124 LOGISTIC REGRESSION AND GENERAL
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126 LOGISTIC REGRESSION AND GENERAL
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128 LOGISTIC REGRESSION AND GENERAL
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130 LOGISTIC REGRESSION AND GENERAL
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132 LOGISTIC REGRESSION AND GENERAL
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134 LOGISTIC REGRESSION AND GENERAL
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136 LOGISTIC REGRESSION AND GENERAL
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138 LOGISTIC REGRESSION AND GENERAL
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140 DENSITY ESTIMATIONTable 8.1:fai
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142 DENSITY ESTIMATIONestimation wo
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144 DENSITY ESTIMATION1 R> rec tri
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146 DENSITY ESTIMATIONR> epa x ep
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148 DENSITY ESTIMATION1 R> data("fa
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150 DENSITY ESTIMATIONR> persp(x =
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152 DENSITY ESTIMATIONR> opar rx
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154 DENSITY ESTIMATIONR> boot.ci(bo
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156 DENSITY ESTIMATIONTable 8.3: ga
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158 DENSITY ESTIMATIONTable 8.5:sch
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CHAPTER 9Recursive Partitioning: Pr
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INTRODUCTION 163Table 9.1:bodyfat d
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ANALYSIS USING R 165large tree usin
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ANALYSIS USING R 167R> plot(as.part
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ANALYSIS USING R 169R> plot(as.part
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ANALYSIS USING R 171R> avg predict
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ANALYSIS USING R 173R> plot(bodyfat
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SUMMARY 175Ex. 9.2 For each possibl
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178 SMOOTHERS AND GENERALISED ADDIT
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180 SMOOTHERS AND GENERALISED ADDIT
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182 SMOOTHERS AND GENERALISED ADDIT
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184 SMOOTHERS AND GENERALISED ADDIT
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186 SMOOTHERS AND GENERALISED ADDIT
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188 SMOOTHERS AND GENERALISED ADDIT
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190 SMOOTHERS AND GENERALISED ADDIT
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192 SMOOTHERS AND GENERALISED ADDIT
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194 SMOOTHERS AND GENERALISED ADDIT
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CHAPTER 11Survival Analysis:Glioma
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Table 11.2:GBSG2 data (package ipre
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SURVIVAL ANALYSIS 2011958). This in
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SURVIVAL ANALYSIS 203can be estimat
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ANALYSIS USING R 205R> data("glioma
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ANALYSIS USING R 207R> data("GBSG2"
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ANALYSIS USING R 209R> plot(GBSG2_z
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SUMMARY 211R> plot(GBSG2_ctree)1pno
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CHAPTER 12Analysing Longitudinal Da
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INTRODUCTION 215Table 12.1:BtheB da
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LINEAR MIXED EFFECTS MODELS 217term
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ANALYSIS USING R 219which is no lon
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ANALYSIS USING R 2211.5m No >6m TAU
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PREDICTION OF RANDOM EFFECTS 223R>
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THE PROBLEM OF DROPOUTS 225Complete
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SUMMARY 227R> bdi plot(1:4, rep(-0
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SUMMARY 229Table 12.2:phosphate dat
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232 ANALYSING LONGITUDINAL DATA IIT
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234 ANALYSING LONGITUDINAL DATA IIf
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236 ANALYSING LONGITUDINAL DATA IIb
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238 ANALYSING LONGITUDINAL DATA II1
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240 ANALYSING LONGITUDINAL DATA IIR
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242 ANALYSING LONGITUDINAL DATA IIR
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244 ANALYSING LONGITUDINAL DATA IIR
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246 ANALYSING LONGITUDINAL DATA IIR
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248 ANALYSING LONGITUDINAL DATA IIR
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250 ANALYSING LONGITUDINAL DATA II1
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CHAPTER 14Simultaneous Inference an
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INTRODUCTION 255Table 14.2 (see Hot
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ANALYSIS USING R 257mate ˆθ, K is
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ANALYSIS USING R 259The function gl
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ANALYSIS USING R 261R> par(mai = pa
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ANALYSIS USING R 263R> plot(ci, xla
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SUMMARY 265R> layout(matrix(1:2, nc
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268 META-ANALYSISTable 15.1:smoking
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270 META-ANALYSISstudies, even when
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272 META-ANALYSISgiven byVar(Ȳ ) =
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274 META-ANALYSISR> summary(smoking
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276 META-ANALYSISnames = rownames(s
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278 META-ANALYSISR> summary(BCG_DSL
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280 META-ANALYSISR> plot(y ~ Latitu
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282 META-ANALYSISR> funnelplot(smok
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284 META-ANALYSISEx. 15.2 The data
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Table 16.1: heptathlon data. Result
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288 PRINCIPAL COMPONENT ANALYSISTo
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290 PRINCIPAL COMPONENT ANALYSISlon
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292 PRINCIPAL COMPONENT ANALYSISPC7
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294 PRINCIPAL COMPONENT ANALYSISR>
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296 PRINCIPAL COMPONENT ANALYSISR>
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CHAPTER 17Multidimensional Scaling:
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Table 17.2:voting data. House of Re
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MULTIDIMENSIONAL SCALING 303from X;
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ANALYSIS USING R 305that they diffe
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ANALYSIS USING R 307ning these poin
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ANALYSIS USING R 309R> x y plot(x
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SUMMARY 311ExercisesEx. 17.1 The da
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Table 17.4:gardenflowers data. Diss
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316 CLUSTER ANALYSISTable 18.1:pott
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318 CLUSTER ANALYSISTable 18.2:plan
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320 CLUSTER ANALYSISthe solution wi
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© 2010 by Taylor and Francis Group
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324 CLUSTER ANALYSISThe clustering
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326 CLUSTER ANALYSISR> pottery_dist
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328 CLUSTER ANALYSISR> data("planet
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330 CLUSTER ANALYSISR> ccent(planet
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332 CLUSTER ANALYSISR> clPairs(plan
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334 CLUSTER ANALYSIS18.4 SummaryClu
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336 BIBLIOGRAPHYBönsch, D., Ledere
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338 BIBLIOGRAPHYDiggle, P. J., Heag
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340 BIBLIOGRAPHYGarcia, A. L., Wagn
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342 BIBLIOGRAPHYKeele, L. J. (2008)
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344 BIBLIOGRAPHYMurray, G. D. and F
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346 BIBLIOGRAPHYSchmid, C. F. (1954
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348 BIBLIOGRAPHYWeisberg, S. (2008)