@@ -62,18 +62,18 @@ getOrder(obj, column = 1)
62
62
\details {
63
63
The following are the different \code {type } argument :
64
64
\itemize {
65
- \item {\ code { realAll } : }{ All the \code {gamlss.family } continuous distributions defined on the real line , i.e. \code {realline } and the real positive line i.e. \code {realplus }}
65
+ \item {realAll : }{ All the \code {gamlss.family } continuous distributions defined on the real line , i.e. \code {realline } and the real positive line i.e. \code {realplus }}
66
66
67
- \item {\ code { realline } : }{ The \code {gamlss.family } continuous distributions : " NO" , " GU" , " RG" ," LO" , " NET" , " TF" , " TF2" , " PE" ," PE2" , " SN1" , " SN2" , " exGAUS" , " SHASH" , " SHASHo" ," SHASHo2" , " EGB2" , " JSU" , " JSUo" , " SEP1" , " SEP2" , " SEP3" , " SEP4" , " ST1" , " ST2" , " ST3" , " ST4" , " ST5" , " SST" , " GT" }
67
+ \item {realline : } The \code {gamlss.family } continuous distributions : " NO" , " GU" , " RG" ," LO" , " NET" , " TF" , " TF2" , " PE" ," PE2" , " SN1" , " SN2" , " exGAUS" , " SHASH" , " SHASHo" ," SHASHo2" , " EGB2" , " JSU" , " JSUo" , " SEP1" , " SEP2" , " SEP3" , " SEP4" , " ST1" , " ST2" , " ST3" , " ST4" , " ST5" , " SST" , " GT" .
68
68
69
- \item {\ code { realplus } : }{ The \code {gamlss.family } continuous distributions in the positive real line : " EXP" , " GA" ," IG" ," LOGNO" , " LOGNO2" ," WEI" , " WEI2" , " WEI3" , " IGAMMA" ," PARETO2" , " PARETO2o" , " GP" , " BCCG" , " BCCGo" , " exGAUS" , " GG" , " GIG" , " LNO" ," BCTo" , " BCT" , " BCPEo" , " BCPE" , " GB2" }
69
+ \item {realplus : } The \code {gamlss.family } continuous distributions in the positive real line : " EXP" , " GA" ," IG" ," LOGNO" , " LOGNO2" ," WEI" , " WEI2" , " WEI3" , " IGAMMA" ," PARETO2" , " PARETO2o" , " GP" , " BCCG" , " BCCGo" , " exGAUS" , " GG" , " GIG" , " LNO" ," BCTo" , " BCT" , " BCPEo" , " BCPE" , " GB2" .
70
70
71
- \item {\ code { real0to1 } : }{ The \code {gamlss.family } continuous distributions from 0 to 1 : " BE" , " BEo" , " BEINF0" , " BEINF1" , " BEOI" , " BEZI" , " BEINF" , " GB1" " }
71
+ \item {real0to1 : } The \code {gamlss.family } continuous distributions from 0 to 1 : " BE" , " BEo" , " BEINF0" , " BEINF1" , " BEOI" , " BEZI" , " BEINF" , " GB1" .
72
72
73
- \i tem{\c ode{ counts}:}{ The \c ode{gamlss.family} distributions for counts: " PO " , " GEOM " , " GEOMo " ," LG " , " YULE " , " ZIPF " , " WARING " , " GPO " , " DPO " , " BNB " , " NBF " ," NBI " , " NBII " , " PIG " , " ZIP " ," ZIP2 " , " ZAP " , " ZALG " , " DEL " , " ZAZIPF " , " SI " , " SICHEL " ," ZANBI " , " ZAPIG " , " ZINBI " , " ZIPIG " , " ZINBF " , " ZABNB " , " ZASICHEL " , " ZINBF " , " ZIBNB " ,
74
- " ZISICHEL " }
73
+ \item {counts : } The \code {gamlss.family } distributions for counts : " PO" , " GEOM" , " GEOMo" ," LG" , " YULE" , " ZIPF" , " WARING" , " GPO" , " DPO" , " BNB" , " NBF" ," NBI" , " NBII" , " PIG" , " ZIP" ," ZIP2" , " ZAP" , " ZALG" , " DEL" , " ZAZIPF" , " SI" , " SICHEL" ," ZANBI" , " ZAPIG" , " ZINBI" , " ZIPIG" , " ZINBF" , " ZABNB" , " ZASICHEL" , " ZINBF" , " ZIBNB" ,
74
+ " ZISICHEL" .
75
75
76
- \i tem{\c ode{ binom}:}{ The \c ode{gamlss.family} distributions for binomial type data :" BI " , " BB " , " DB " , " ZIBI " , " ZIBB " , " ZABI " , " ZABB " }
76
+ \item {binom : } The \code {gamlss.family } distributions for binomial type data : " BI" , " BB" , " DB" , " ZIBI" , " ZIBB" , " ZABI" , " ZABB" .
77
77
78
78
The function \code {fitDist()} uses the function \code {gamlssML()} to fit the different models , the function \code {fitDistPred()} uses \code {gamlssMLpred()} and the function \code {chooseDist()} used \code {update.gamlss()}.
79
79
}
0 commit comments