Search is not available for this dataset
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P>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){1.000000}<LEND>[argument 1; litteral](str){N+M}<LEND>[assign](){<-}<LSEP>[](symbol){typeIas}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){2.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){1.000000}<LSEP>[argument 6; litteral](real){0.000000}<LSEP>[argument 7; litteral](real){0.500000}<LSEP>[argument 8; litteral](real){1.000000}<LSEP>[argument 9; litteral](real){0.000000}<LSEP>[argument 10;
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litteral](real){0.000000}<LSEP>[argument 26; litteral](real){1.000000}<LSEP>[argument 27; litteral](real){0.500000}<LSEP>[argument 28; litteral](real){3.000000}<LSEP>[argument 29; litteral](real){0.000000}<LSEP>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){0.500000}<LEND>[assign](){<-}<LSEP>[](symbol){typeIbs}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){2.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){1.000000}<LSEP>[argument 6; litte
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(real){2.000000}<LEND>[argument 23; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 24; litteral](real){3.000000}<LSEP>[argument 25; litteral](real){0.000000}<LSEP>[argument 26; litteral](real){1.000000}<LSEP>[argument 27; litteral](real){1.000000}<LSEP>[argument 28; litteral](real){3.000000}<LSEP>[argument 29; litteral](real){0.000000}<LSEP>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){1.000000}<LEND>[assign](){<-}<LSEP>[](symbol){typeIcs}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){2.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LS
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itteral](real){1.000000}<LSEP>[argument 9; litteral](real){0.000000}<LSEP>[argument 10; litteral](real){0.000000}<LSEP>[argument 11; litteral](real){1.000000}<LSEP>[argument 12; litteral](real){2.000000}<LSEP>[argument 13; litteral](real){1.000000}<LSEP>[argument 14; litteral](real){1.000000}<LEND>[argument 15; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 16; litteral](real){2.000000}<LSEP>[argument 17; litteral](real){0.000000}<LSEP>[argument 18; litteral](real){0.000000}<LSEP>[argument 19; litteral](real){1.000000}<LSEP>[argument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){1.000000}<LSEP>[argument 22; litteral](real){2.000000}<LEND>[argument 23; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; l
|
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1
] |
argument 29; litteral](real){0.000000}<LSEP>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){0.500000}<LEND>[argument 1; litteral](str){N}<LEND>[assign](){<-}<LSEP>[](symbol){typeIds}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){2.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){1.000000}<LSEP>[argument 6; litteral](real){0.000000}<LSEP>[argument 7; litteral](real){1.500000}<LSEP>[argument 8; litteral](real){1.000000}<LSEP>[argument 9; litte
|
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ment 15; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 16; litteral](real){2.000000}<LSEP>[argument 17; litteral](real){0.000000}<LSEP>[argument 18; litteral](real){0.000000}<LSEP>[argument 19; litteral](real){2.000000}<LSEP>[argument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){1.000000}<LSEP>[argument 22; litteral](real){2.000000}<LEND>[argument 23; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 24; litteral](real){3.000000}<LSEP>[argument 25; litteral](real){0.000000}<LSEP>[argument 26; litteral](real){1.000000}<LSEP>[argument 27; litteral](real){1.500000}<LSEP>[argument 28; litteral](real){3.000000}<LSEP>[argument 29; litteral](real){0.000000}<LSEP>[arg
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ument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){0.000000}<LSEP>[argument 6; litteral](real){0.000000}<LSEP>[argument 7; litteral](real){1.000000}<LSEP>[argument 8; litteral](real){2.000000}<LSEP>[argument 9; litteral](real){1.000000}<LSEP>[argument 10; litteral](real){2.000000}<LEND>[argument 11; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 12; litteral](real){2.000000}<LSEP>[argument 13; litteral](real){0.000000}<LSEP>[argument 14; litteral](real){0.000000}<LSEP>[argument 15; litteral](real){2.000000}<LSEP>[argument 16; litteral](real){3.000000}<LSEP>[argument 17; litteral](real){2.000000}<LSEP>[argument 18; litteral](real){1.000000}<LEND>[argument 19
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END>[assign](){<-}<LSEP>[](symbol){typeIIc}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){1.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){0.000000}<LSEP>[argument 6; litteral](real){0.000000}<LSEP>[argument 7; litteral](real){1.000000}<LSEP>[argument 8; litteral](real){2.000000}<LSEP>[argument 9; litteral](real){1.000000}<LSEP>[argument 10; litteral](real){2.000000}<LEND>[argument 11; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[ar
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0000}<LSEP>[argument 18; litteral](real){1.000000}<LEND>[argument 19; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){0.000000}<LSEP>[argument 22; litteral](real){0.000000}<LSEP>[argument 23; litteral](real){2.000000}<LEND>[argument 1; litteral](str){N}<LEND>[assign](){<-}<LSEP>[](symbol){typeIId}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){1.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>
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ument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){0.000000}<LSEP>[argument 22; litteral](real){0.000000}<LSEP>[argument 23; litteral](real){3.000000}<LEND>[argument 1; litteral](str){N+M}<LEND>[assign](){<-}<LSEP>[](symbol){typeIIIc}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){1.000000}<LSEP>[argument 2; litteral](real){2.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litteral](real){0.000000}<LSEP>[argument 6; litteral](real){0.000000}<LSEP>[argument 7; litteral](real){1.000000}<LSEP>[argument 8; litt
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gument 13; litteral](real){0.000000}<LSEP>[argument 14; litteral](real){0.000000}<LSEP>[argument 15; litteral](real){1.000000}<LSEP>[argument 16; litteral](real){3.000000}<LSEP>[argument 17; litteral](real){2.000000}<LSEP>[argument 18; litteral](real){1.000000}<LEND>[argument 19; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){1.000000}<LSEP>[argument 22; litteral](real){0.000000}<LSEP>[argument 23; litteral](real){1.000000}<LSEP>[argument 24; litteral](real){3.000000}<LSEP>[argument 25; litteral](real){0.000000}<LSEP>[argument 26; litteral](real){0.000000}<LSEP>[argument 27; litteral](real){1.000000}<LSEP>[argument 28; litteral](real){4.000000}<LSEP>[arg
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l){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 12; litteral](real){2.000000}<LSEP>[argument 13; litteral](real){0.000000}<LSEP>[argument 14; litteral](real){0.000000}<LSEP>[argument 15; litteral](real){1.000000}<LSEP>[argument 16; litteral](real){3.000000}<LSEP>[argument 17; litteral](real){1.000000}<LSEP>[argument 18; litteral](real){3.000000}<LEND>[argument 19; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 20; litteral](real){3.000000}<LSEP>[argument 21; litteral](real){0.000000}<LSEP>[argument 22; litteral](real){0.000000}<LSEP>[argument 23; litteral](real){1.000000}<LSEP>[argument 24; litteral](real){4.000000}<LSEP>[argument 25; litteral](real){2.000000}<LSEP>[argument 26; litteral](real){1.0000
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ment 21; litteral](real){0.000000}<LSEP>[argument 22; litteral](real){0.000000}<LSEP>[argument 23; litteral](real){1.000000}<LSEP>[argument 24; litteral](real){4.000000}<LSEP>[argument 25; litteral](real){2.000000}<LSEP>[argument 26; litteral](real){1.000000}<LEND>[argument 27; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 28; litteral](real){4.000000}<LSEP>[argument 29; litteral](real){1.000000}<LSEP>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){1.000000}<LSEP>[argument 32; litteral](real){4.000000}<LSEP>[argument 33; litteral](real){0.000000}<LSEP>[argument 34; litteral](real){0.000000}<LSEP>[argument 35; litteral](real){1.000000}<LSEP>[argument 36; litteral](real){5.000000}<LSEP>[argum
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al](real){1.000000}<LSEP>[argument 32; litteral](real){4.000000}<LSEP>[argument 33; litteral](real){0.000000}<LSEP>[argument 34; litteral](real){0.000000}<LSEP>[argument 35; litteral](real){1.000000}<LSEP>[argument 36; litteral](real){5.000000}<LSEP>[argument 37; litteral](real){2.000000}<LSEP>[argument 38; litteral](real){2.000000}<LEND>[argument 39; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 40; litteral](real){5.000000}<LSEP>[argument 41; litteral](real){1.000000}<LSEP>[argument 42; litteral](real){0.000000}<LSEP>[argument 43; litteral](real){1.000000}<LSEP>[argument 44; litteral](real){5.000000}<LSEP>[argument 45; litteral](real){0.000000}<LSEP>[argument 46; litteral](real){0.000000}<LSEP>[argument 47; littera
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1,
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] |
ment 52; litteral](real){6.000000}<LSEP>[argument 53; litteral](real){1.000000}<LSEP>[argument 54; litteral](real){0.000000}<LSEP>[argument 55; litteral](real){1.000000}<LSEP>[argument 56; litteral](real){6.000000}<LSEP>[argument 57; litteral](real){0.000000}<LSEP>[argument 58; litteral](real){0.000000}<LSEP>[argument 59; litteral](real){1.000000}<LSEP>[argument 60; litteral](real){7.000000}<LSEP>[argument 61; litteral](real){3.000000}<LSEP>[argument 62; litteral](real){1.000000}<LEND>[argument 63; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 64; litteral](real){7.000000}<LSEP>[argument 65; litteral](real){2.000000}<LSEP>[argument 66; litteral](real){0.000000}<LSEP>[argument 67; litteral](real){1.000000}<LSEP>[argum
|
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nt 84; litteral](real){8.000000}<LSEP>[argument 85; litteral](real){1.000000}<LSEP>[argument 86; litteral](real){0.000000}<LSEP>[argument 87; litteral](real){1.000000}<LSEP>[argument 88; litteral](real){8.000000}<LSEP>[argument 89; litteral](real){0.000000}<LSEP>[argument 90; litteral](real){0.000000}<LSEP>[argument 91; litteral](real){1.000000}<LSEP>[argument 92; litteral](real){9.000000}<LSEP>[argument 93; litteral](real){3.000000}<LSEP>[argument 94; litteral](real){3.000000}<LEND>[argument 95; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 96; litteral](real){9.000000}<LSEP>[argument 97; litteral](real){2.000000}<LSEP>[argument 98; litteral](real){0.000000}<LSEP>[argument 99; litteral](real){1.000000}<LSEP>[argumen
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rgument 25; litteral](real){0.000000}<LSEP>[argument 26; litteral](real){1.000000}<LSEP>[argument 27; litteral](real){3.000000}<LSEP>[argument 28; litteral](real){3.000000}<LSEP>[argument 29; litteral](real){0.000000}<LSEP>[argument 30; litteral](real){0.000000}<LSEP>[argument 31; litteral](real){3.000000}<LEND>[argument 1; litteral](str){M}<LEND>[assign](){<-}<LSEP>[](symbol){rigid}<LEND>[call](){}<LSEP>[](symbol){stepPattern}<LEND>[argument 0; call](){}<LSEP>[](symbol){c}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[argument 1; litteral](real){1.000000}<LSEP>[argument 2; litteral](real){1.000000}<LEND>[argument 3; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 4; litteral](real){1.000000}<LSEP>[argument 5; litt
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END>[argument 1; call](){}<LSEP>[](symbol){unname}<LEND>[argument 0; call](){}<LSEP>[](symbol){apply}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){as.matrix}<LEND>[argument 0; call](){}<LSEP>[](symbol){[}<LSEP>[](symbol){x1}<LSEP>[](symbol){}<LEND>[argument 2; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LEND>[argument 1; litteral](real){2.000000}<LSEP>[](symbol){sd}<LEND>[statement 5; assign](){<-}<LSEP>[](symbol){tscale}<LEND>[call](){}<LSEP>[](symbol){c}<LSEP>[](symbol){bscale}<LSEP>[argument 1; litteral](real){1.000000}<LEND>[statement 6; assign](){<-}<LSEP>[](symbol){scale}<LEND>[call](){}<LSEP>[](symbol){c}<LSEP>[](symbol){bscale}<LSEP>[](symbol){tscale}<LEND>[statement 7; assign
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[statement 12; assign](){<-}<LSEP>[](symbol){xg0}<LEND>[call](){}<LSEP>[](symbol){cbind}<LSEP>[](symbol){x}<LSEP>[argument 1; litteral](real){0.000000}<LEND>[statement 13; assign](){<-}<LSEP>[](symbol){xgy}<LEND>[call](){}<LSEP>[](symbol){cbind}<LSEP>[](symbol){x}<LSEP>[](symbol){y}<LEND>[statement 14; assign](){<-}<LSEP>[](symbol){dat}<LEND>[call](){}<LSEP>[](symbol){as.data.frame}<LSEP>[](symbol){xgy}<LEND>[statement 15; assign](){<-}<LSEP>[](symbol){obs.llik}<LEND>[](){function}<LSEP>[](pairlist){}<LSEP>[](symbol){par}<LSEP>[](symbol){y}<LSEP>[](symbol){x}<LSEP>[](symbol){o}<LSEP>[](symbol){p}<LSEP>[](symbol){p1}<LSEP>[](symbol){xg1}<LSEP>[](symbol){xg0}<LSEP>[](symbol){fit.sens}<LSEP>[](symbol){fit.outcome}<LEND>[body; block](){}<LSEP>[statement 0; assig
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END>[argument 2; litteral](logical){TRUE}<LEND>[statement 7; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){==}<LSEP>[](symbol){fit.outcome}<LSEP>[argument 1; litteral](str){bayesglm}<LEND>[true branch; assign](){<-}<LSEP>[](symbol){bayes}<LEND>[call](){}<LSEP>[](symbol){+}<LSEP>[](symbol){bayes}<LEND>[argument 1; call](){}<LSEP>[](symbol){sum}<LEND>[argument 0; call](){}<LSEP>[](symbol){dcauchy}<LSEP>[](symbol){bpar}<LEND>[argument 1; call](){}<LSEP>[](symbol){rep}<LSEP>[argument 0; litteral](real){2.500000}<LEND>[argument 1; call](){}<LSEP>[](symbol){length}<LSEP>[](symbol){bpar}<LEND>[argument 2; litteral](logical){TRUE}<LEND>[statement 8; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){==}<LEND>[argument 0; call](){}<LSEP>[
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; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){exp}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){gx1}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LSEP>[](symbol){y}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LSEP>[](symbol){p}<LSEP>[](symbol){p1}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){y}<LEN
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log}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){gx0}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LSEP>[](symbol){y}<LSEP>[](symbol){forceyes}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){y}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){p1}<LEND>[](symbol){bayes}<LEND>[statement 11; call](){}<LSEP>[](symbol){return}<LSEP>[](symbol){llik}<LEND>[statement 16; control
|
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}<LSEP>[](symbol){!=}<LEND>[argument 0; call](){}<LSEP>[](symbol){length}<LSEP>[](symbol){bstart}<LEND>[argument 1; call](){}<LSEP>[](symbol){ncol}<LSEP>[](symbol){x}<LEND>[true branch; call](){}<LSEP>[](symbol){stop}<LSEP>[argument 0; litteral](str){The starting values are not th...}<LEND>[statement 17; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){&}<LEND>[argument 0; call](){}<LSEP>[](symbol){!}<LEND>[argument 0; call](){}<LSEP>[](symbol){missing}<LSEP>[](symbol){tstart}<LEND>[argument 1; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){!=}<LEND>[argument 0; call](){}<LSEP>[](symbol){length}<LSEP>[](symbol){tstart}<LEND>[argument 1; call](){}<LSEP>[](symbol){ncol}<LSEP>[](symbol){xy}<LEND>[true branch; call](){}<LS
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; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){!=}<LEND>[argument 0; call](){}<LSEP>[](symbol){length}<LSEP>[](symbol){tstart}<LEND>[argument 1; call](){}<LSEP>[](symbol){ncol}<LSEP>[](symbol){xy}<LEND>[true branch; call](){}<LSEP>[](symbol){stop}<LSEP>[argument 0; litteral](str){The starting values are not th...}<LEND>[statement 18; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){!}<LEND>[argument 0; call](){}<LSEP>[](symbol){is.null}<LSEP>[](symbol){bstart}<LEND>[true branch; block](){}<LSEP>[statement 0; assign](){<-}<LSEP>[](symbol){bpar}<LSEP>[](symbol){bstart}<LEND>[false branch; block](){}<LSEP>[statement 0; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){==}<LSEP>[](symbol){parstart}<LSEP>[arg
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(){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){inf}<LEND>[statement 21; assign](){<-}<LSEP>[](symbol){par}<LEND>[call](){}<LSEP>[](symbol){c}<LSEP>[](symbol){bpar}<LSEP>[](symbol){tpar}<LEND>[statement 22; assign](){<-}<LSEP>[](symbol){llik}<LEND>[call](){}<LSEP>[](symbol){obs.llik}<LSEP>[](symbol){par}<LSEP>[](symbol){y}<LSEP>[](symbol){x}<LSEP>[](symbol){o}<LSEP>[](symbol){p}<LSEP>[](symbol){p1}<LSEP>[](symbol){xg1}<LSEP>[](symbol){xg0}<LSEP>[](symbol){fit.sens}<LSEP>[](symbol){fit.outcome}<LEND>[statement 23; assign](){<-}<LSEP>[](symbol){counter}<LSEP>[litteral](real){0.000000}<LEND>[statement 24; control flow](){while}<LSEP>[condition; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){&}<LEND>[argument 0; call](){}<LSEP>[](symbol
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gument 0; litteral](real){1.000000}<LEND>[argument 1; call](){}<LSEP>[](symbol){logistic}<LEND>[argument 0; call](){}<LSEP>[](symbol){%*%}<LSEP>[](symbol){xg1}<LSEP>[](symbol){tpar}<LEND>[statement 2; assign](){<-}<LSEP>[](symbol){gx0}<LEND>[call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){==}<LSEP>[](symbol){o}<LSEP>[argument 1; litteral](real){1.000000}<LEND>[argument 1; call](){}<LSEP>[](symbol){logistic}<LEND>[argument 0; call](){}<LSEP>[](symbol){%*%}<LSEP>[](symbol){xg0}<LSEP>[](symbol){tpar}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){==}<LSEP
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atement 4; assign](){<-}<LSEP>[](symbol){wr}<LEND>[call](){}<LSEP>[](symbol){/}<LEND>[argument 0; call](){}<LSEP>[](symbol){exp}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){p}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){gxy}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LSEP>[](symbol){y}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){y}<LEND>[argument 1; cal
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mbol){log}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){y}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){exp}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){p}<LEND>[argument 1; cal
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ent 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){p1}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LEND>[argument 0; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){y}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LSEP>[](symbol){p0}<LEND>[argument 1; call](){}<LSEP>[](symbol){log}<LEND>[argument 0; call](){}<LSEP>[](symbol){+}<LEND>[argument 0; call](){}<LSEP>[](symbol){*}<LSEP>[](symbol){gx1}<LSEP>[](symbol){fx}<LEND>[argument 1; call](){}<LSEP>[](symbol){*}<LSEP>[](symbol){gx0}<LEND>[argument 1; call](){}<LSEP>[](symbol){(}<LEND>[argument 0; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){fx}<LEND>[statement 5; control
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{y}<LEND>[argument 1; call](){}<LSEP>[](symbol){-}<LSEP>[](symbol){x}<LSEP>[argument 1; litteral](real){1.000000}<LEND>[argument 1; call](){}<LSEP>[](symbol){binomial}<LSEP>[argument 0; litteral](str){logit}<LEND>[](symbol){wr}<LEND>[argument 3; call](){}<LSEP>[](symbol){glm.control}<LSEP>[](symbol){maxIter}<LEND>[argument 4; litteral](real){2.500000}<LEND>[statement 6; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){==}<LSEP>[](symbol){fit.outcome}<LSEP>[argument 1; litteral](str){glm}<LEND>[true branch; block](){}<LSEP>[statement 0; assign](){<-}<LSEP>[](symbol){vfit}<LEND>[call](){}<LSEP>[](symbol){glm}<LEND>[argument 0; call](){}<LSEP>[](symbol){~}<LEND>[argument 0; call](){}<LSEP>[](symbol){cbind}<LSEP>[](symbol){o}<LEND>[argument 1; call
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EP>[argument 0; litteral](str){logit}<LEND>[](symbol){wr}<LEND>[argument 3; call](){}<LSEP>[](symbol){list}<LSEP>[](symbol){glmMaxIter}<LEND>[false branch; control flow](){if}<LSEP>[condition; call](){}<LSEP>[](symbol){==}<LSEP>[](symbol){fit.outcome}<LSEP>[argument 1; litteral](str){bayesglm}<LEND>[true branch; block](){}<LSEP>[statement 0; assign](){<-}<LSEP>[](symbol){vfit}<LEND>[call](){}<LSEP>[](symbol){bayesglm}<LEND>[argument 0; call](){}<LSEP>[](symbol){~}<LEND>[argument 0; call](){}<LSEP>[](symbol){cbind}<LSEP>[](symbol){o}<LEND>[argument 1; call](){}<LSEP>[](symbol){-}<LSEP>[argument 0; litteral](real){1.000000}<LSEP>[](symbol){o}<LEND>[argument 1; call](){}<LSEP>[](symbol){-}<LSEP>[](symbol){xgy}<LSEP>[argument 1; litteral](real){1.000000}<LEND>[a
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