- 在线时间
- 1084 小时
- 最后登录
- 2015-9-10
- 注册时间
- 2014-4-18
- 听众数
- 162
- 收听数
- 1
- 能力
- 10 分
- 体力
- 43980 点
- 威望
- 6 点
- 阅读权限
- 255
- 积分
- 15251
- 相册
- 0
- 日志
- 0
- 记录
- 1
- 帖子
- 3471
- 主题
- 2620
- 精华
- 1
- 分享
- 0
- 好友
- 513
升级   0% TA的每日心情 | 开心 2015-3-12 15:35 |
|---|
签到天数: 207 天 [LV.7]常住居民III
 群组: 第六届国赛赛前冲刺培 群组: 国赛讨论 群组: 2014美赛讨论 群组: 2014研究生数学建模竞 群组: 数学中国试看培训视频 |
" l; a; k: O3 W: n6 ^" |
Chapter 52$ d' ]5 M" h) i3 u6 r
TheMCMCProcedure
5 I7 s, Z9 d3 ?! C5 P6 u* JContents4 e4 A& |% J r! v
Overview:MCMCProcedure ............................ 3478
7 C, }1 P% [/ K/ e/ vPROCMCMCComparedwithOtherSASProcedures ............3479- O2 D X4 ^8 k
GettingStarted:MCMCProcedure .......................... 3479$ w# Z. Q4 S# n+ @- g
SimpleLinearRegression ...........................34808 ?; ]9 n, t+ A# E, [
TheBehrens-FisherProblem ..........................34884 s6 A: a% j7 @5 s. e% X$ C
Mixed-EffectsModel .............................3492
. M* C# \. F4 o7 t1 I tSyntax:MCMCProcedure .............................. 3495
1 G, o8 M) J5 _! F A! ]0 APROCMCMCStatement ...........................3496# \0 w7 u- l9 ]8 Q1 Z
ARRAYStatement ...............................3508
5 _: ?& S% _3 {. v- dBEGINCNST/ENDCNSTStatement .....................35097 e/ G7 x/ V& E' Q9 X7 k
BEGINNODATA/ENDNODATAStatements .................35111 C+ D! n' O. s; I* I1 [
BYStatement .................................3511
# n) g0 c& T; M4 e9 ~MODELStatement ...............................35123 B1 Z! q& g, c7 O) J
PARMSStatement ...............................35159 z$ F4 v$ Q0 j6 E7 f5 @- T
PRIOR/HYPERPRIORStatement .......................35168 k. x2 x9 Z# {8 @. t1 w
ProgrammingStatements ...........................3516
* P3 n7 m4 t. oUDSStatement .................................3518
2 k6 {* \0 u9 y8 U5 FDetails:MCMCProcedure .............................. 35222 j ?2 J+ c4 ^, C6 f# G Q
HowPROCMCMCWorks ..........................3522
( w. O& V" D$ V; F' I, a SBlockingofParameters ............................3523% ?8 p! Y8 Z0 f( ~
Samplers ....................................35247 s; C3 z& e5 x! V- G
TuningtheProposalDistribution .......................3525- r# ~' o; c8 L- K
InitialValuesoftheMarkovChains ......................3528" ] N6 d7 Y% v/ n+ `0 h! C) J
AssignmentsofParameters ..........................3528' ~" m6 @3 }3 z d5 r
StandardDistributions .............................3530; r8 k2 ]# t! _
SpecifyingaNewDistribution .........................3541
: ~2 E% m8 o, R" ~UsingDensityFunctionsintheProgrammingStatements ...........3542
1 Q! T% {' ^' ^, V( t* g% q* B/ KTruncationandCensoring ...........................35447 a, _- R* M; R. b% l7 m/ ~
MultivariateDensityFunctions ........................3546
5 j1 B; ?3 a" H5 b# \: P$ E! Y+ sSomeUsefulSASFunctions ..........................3549: {' b& E0 d# C5 R
MatrixFunctionsinPROCMCMC ......................35510 w. y0 l( R! V
ModelingJointLikelihood ...........................35560 l; i0 K4 L5 W D: Q
RegeneratingDiagnosticsPlots ........................3557
! ?* ~$ ?" w H2 [4 Z/ d1 _PosteriorPredictiveDistribution ........................3560
5 Q. Q- {9 U; O6 |. }HandlingofMissingData ...........................35655 @/ n; e$ C5 {( W5 c! c5 g0 x0 S2 e
FloatingPointErrorsandOverflows ......................3565
, c! @; Z( M5 nHandlingErrorMessages ...........................3568# k; j+ `' W: `
ComputationalResources ...........................3570
5 Q0 w% w5 R( W% q r) E( H# l5 ?- R! DDisplayedOutput ................................3571. ?' ^ d$ |9 F N( \ x) ]
ODSTableNames ...............................3575
1 A, a4 E' [& I9 X% v& YODSGraphics .................................3577$ R3 I7 t7 F) g
Examples:MCMCProcedure ............................ 3578* H& m+ G$ t# u! p- p) S" O/ q1 u" A
Example52.1:SimulatingSamplesFromaKnownDensity .........3578
" G- Y+ @3 v* NExample52.2:Box-CoxTransformation ...................3583% R) B7 ~9 x# s4 ^
Example52.3:GeneralizedLinearModels ..................3592
: t4 G+ s0 x; BExample52.4:NonlinearPoissonRegressionModels ............3605
* g- R' U$ D" H: \Example52.5:Random-EffectsModels ...................3614
2 `8 m G9 P/ z* Z: r q6 fExample52.6:ChangePointModels .....................3630. K2 d6 V# \1 `6 A. {
Example52.7:ExponentialandWeibullSurvivalAnalysis ..........36344 }! B* E0 e3 M K; `
Example52.8:CoxModels ..........................3647* y- |3 O" _& Y3 t [
Example52.9:NormalRegressionwithIntervalCensoring .........3664& R# O$ N8 v" Q) O) s' j9 N
Example52.10:ConstrainedAnalysis ....................36662 i: T c& k8 b: `8 y9 A9 ~
Example52.11:ImplementaNewSamplingAlgorithm ...........3672
+ l7 ]/ l% t6 f! n$ E, l( TExample52.12:UsingaTransformationtoImproveMixing .........3683
C. o0 |+ t9 m( B2 GExample52.13:Gelman-RubinDiagnostics .................3693, {; |" } D- y( L$ `: R3 _$ w1 T
References ...................................... 3700
2 i7 d/ G, {" ~ |
" F; v3 _ ^( B+ f9 y |
zan
|