| Type: | Package |
| Title: | Categorical Data |
| Version: | 1.2.4 |
| Date: | 2024-01-23 |
| Encoding: | UTF-8 |
| Depends: | MASS |
| Suggests: | knitr, rms, qvcalc, glmmML, nnet, pscl, VGAM, gee, mlogit, Ecdat, geepack, mgcv, rpart, party, ordinal, lme4, vcdExtra, glmnet, mboost, class, e1071, flexmix, lpSolve, penalized |
| Author: | Gunther Schauberger, Gerhard Tutz |
| Maintainer: | Gunther Schauberger <gunther.schauberger@tum.de> |
| Description: | This R-package contains examples from the book "Regression for Categorical Data", Tutz 2012, Cambridge University Press. The names of the examples refer to the chapter and the data set that is used. |
| License: | GPL-2 |
| LazyLoad: | yes |
| VignetteBuilder: | knitr |
| NeedsCompilation: | no |
| Packaged: | 2024-01-25 11:52:07 UTC; ge29weh |
| Repository: | CRAN |
| Date/Publication: | 2024-01-25 13:50:05 UTC |
Categorical Data
Description
This R-package contains examples from the book
Tutz (2012): Regression for Categorical Data, Cambridge University Press
The names of the examples refer to the chapter and the data set that is used.
The data sets are
addiction,
aids,
birth,
children,
deathpenalty,
dust,
encephalitis,
foodstamp,
insolvency,
knee,
leucoplakia,
medcare,
reader,
recovery,
rent,
rethinopathy,
teratology,
teratology2,
unemployment,
vaso.
The chapters are abbreviated in the following way
| intro | Chapter 1 | Introduction |
| binary | Chapter 2 | Binary Regression: The Logit Model |
| glm | Chapter 3 | Generalized Linear Models |
| modbin | Chapter 4 | Modeling of Binary Data |
| altbin | Chapter 5 | Alternative Binary Regression Models |
| regsel | Chapter 6 | Regularization and Variable Selection for Parametric Models (vignettes were removed) |
| count | Chapter 7 | Regression Analysis of Count Data |
| multinomial | Chapter 8 | Multinomial Response Models |
| ordinal | Chapter 9 | Ordinal Response Models |
| semiparametric | Chapter 10 | Semi- and Nonparametric Generalized Regression |
| tree | Chapter 11 | Tree-Based Methods |
| loglinear | Chapter 12 | The Analysis of Contingency Tables |
| multivariate | Chapter 13 | Multivariate Response Models |
| random | Chapter 14 | Random Effects and Finite Mixtures |
| prediction | Chapter 15 | Prediction and Classification |
The examples are abbreviated by chaptername-dataset. Thus, for example,
modbin-dust
refers to Chapter 4 (Modeling of Binary Data) and the data set dust.
Overview of examples:
Chapter 2:
binary-vaso: Example 2.2
binary-unemployment: Example 2.3
Chapter 4:
modbin-unemployment: Example 4.3
modbin-foodstamp: Example 4.4
modbin-dust: Example 4.7
Chapter 5:
altbin-teratology: Example 5.1
Chapter 7:
count-children: Example 7.3
count-encephalitis: Example 7.4
count-insolvency: Example 7.5
count-medcare: Example 7.6
Chapter 8:
multinomial-party1: Example 8.3
multinomial-party2: Example 8.3
multinomial-travel: Example 8.4
multinomial-addiction1: Example 8.5
multinomial-addiction2: Example 8.6
Chapter 9:
ordinal-knee1: Example 9.3
ordinal-knee2: Example 9.4
ordinal-retinopathy1: Example 9.5
ordinal-retinopathy2: Example 9.6
ordinal-arthritis: Example 9.8
Chapter 10:
semiparametric-unemployment: Example 10.2
semiparametric-dust: Example 10.3
semiparametric-children: Example 10.4
semiparametric-addiction: Example 10.5
Chapter 11:
tree-unemployment: Example 11.1
tree-dust: Example 11.2
Chapter 12:
loglinear-birth: Example 12.3
loglinear-leukoplakia: Example 12.5
Chapter 13:
multivariate-birth1: Examlpe 13.3
multivariate-knee: Example 13.4
multivariate-birth2: Example 13.5
Chapter 14:
random-knee1: Example 14.3
random-knee2: Example 14.4
random-aids: Example 14.6
random-betablocker: Example 14.7
random-knee3: Example 14.8
Chapter 15:
prediction-glass: Example 15.4 (vignette was removed)
prediction-medcare: Example 15.8
Author(s)
Gerhard Tutz and Gunther Schauberger with contributions from Sarah Maierhofer and Marcus Groß
Maintainer:
Gunther Schauberger <gunther.schauberger@tum.de>
Gerhard Tutz <gerhard.tutz@stat.uni-muenchen.de>
References
Gerhard Tutz (2012), Regression for Categorical Data, Cambridge University Press
Examples
## Not run:
if(interactive()){vignette("modbin-dust")}
## End(Not run)
Are addicted weak-willed, deseased or both?
Description
The addiction data stems from a survey comprising 712 respondents.
Usage
data(addiction)
Format
A data frame with 712 observations on the following 4 variables.
illare addicted weak-willed(0) deseased(1) or both(2)
gendermale = 0, female = 1
ageage of surveyed person
universitysurveyed person is academician(1) or not(0)
Source
Data Archive Department of Statistics, LMU Munich
Examples
## Not run:
##look for:
if(interactive()){vignette("semiparametric-addiction")}
if(interactive()){vignette("multinomial-addiction1")}
if(interactive()){vignette("multinomial-addiction2")}
## End(Not run)
AIDS
Description
The aids data was a survey around 369 men who were infected with HIV.
Usage
data(aids)
Format
A data frame with 2376 observations on the following 8 variables.
cd4number of CD4 cells
timeyears since seroconversion
drugsrecreational drug use (yes=1/no=0)
partnersnumber of sexual partners
packspacks of cigarettes a day
cesda mental illness score
ageAge centered around 30
personIdentification number
Source
Multicenter AIDS Cohort Study (MACS), see Zeger and Diggle (1994), Semi-parametric models for longitudinal data with application to CD4 cell numbers in HIV seroconverters, Biometrics, 50, 689–699.
Examples
## Not run:
##look for:
if(interactive()){vignette("random-aids")}
## End(Not run)
Birth
Description
The birth data contain information about birth and pregnancy of 775 children that were born alive in the time from 1990 to 2004. The data were collected from internet users recruited on french-speaking pregnancy and birth websites
Usage
data(birth)
Format
A data frame with 775 observations on the following 25 variables.
IndexMotherID variable
SexSex of child: male = 1, female = 2
WeightWeight of child at the birth in grams
HeightHeight of child at the birth in centimeter
HeadHead circumference of child at the birth in centimeter
MonthMonth of birth from 1 to 12
YearYear of birth
CountryCountry of birth: France (FR), Belgium (BE), Switzerland (CH), Canada (CA), Great Britain (GB), Germany (DE), Spain (ES), United States (US)
TermTerm of pregnancy in weeks from the last menstruation
AgeMotherAge of mother on the day of birth
PreviousNumber of pregnancies before
WeightBeforeWeight of mother before the pregnancy
HeightMotherHeight of mother in centimeter
WeightEndWeight of mother after the pregnancy
TwinsWas the pregnancy a multiple birth? no = 0, yes = 1
IntensiveDays that child spent in intensive care unit
CesareanHas the child been born by cesarean section? no = 0, yes = 1
PlannedHas the cesarean been planned? no = 0, yes = 1
EpisiotomyHas an episiotomy been made? no = 0, yes = 1
TearDid a perineal tear appear? no = 0, yes = 1
OperativeHas an operative aid like delivery forceps or vakuum been used? no = 0, yes = 1
InducedHas the birth been induced artificially? no = 0, yes = 1
MembranesDid the membrans burst before the beginning of the throes? no = 0, yes = 1
RestHas a strict bed rest been ordered to the mother for at least one month during the pregnancy? no = 0, yes = 1
PresentationPresentation of the child before the birth? cephalic presentation = 1, pelvic presentation = 2, other presentation (e.g. across) = 3
Source
see Boulesteix (2006), Maximally selected chi-squared statistics for ordinal variables, Biometrical Journal, 48, 451–462.
Examples
## Not run:
##look for:
if(interactive()){vignette("loglinear-birth")}
if(interactive()){vignette("multivariate-birth1")}
if(interactive()){vignette("multivariate-birth2")}
## End(Not run)
Number of Children
Description
The children data contains the information about the number of children of women.
Usage
data(children)
Format
A data frame with 3548 observations on the following 6 variables.
childnumber of children
ageage of woman in years
duryears of education
nationnationality of the woman: 0 = German, 1 = otherwise
godBeliving in god: 1 = Strong agreement, 2 = Agreement 3 = No definite opinion, 4 = Rather no agreement, 5= No agreement at all 6= Never thougt about it
univvisited university: 0 = no, 1 = yes
Source
German General Social Survey Allbus
Examples
## Not run:
##example of analysis:
if(interactive()){vignette("count-children")}
if(interactive()){vignette("semiparametric-children")}
## End(Not run)
Death-Penalty
Description
The deathpenalty data is about the judgemt of defendants in cases of multiple murders
in Florida between 1976 and 1987. They are classified with respect to death penalty,
race of defendent and race of victim.
Usage
data(deathpenalty)
Format
A data frame with 8 observations on the following 4 variables. Considering the weighting variable "Freq", there are 674 cases.
DeathPenaltyWas the judgment death penalty? yes = 1, no = 0
VictimRaceThe race of the victim: white = 1, black = 0
DefendantRaceThe race of the defendant: white = 1, black = 0
FreqFrequency of observation
Source
Agresti, A. (2002) Categorical Data Analysis. Wiley
References
Agresti, A. (2002) Categorical Data Analysis. Wiley
Examples
## Not run:
##look for:
data(deathpenalty)
## End(Not run)
Chronic Bronchial Reaction to Dust
Description
The dust data was surveyed among the employees of a Munich factory.
Usage
data(dust)
Format
A data frame with 1246 observations on the following 4 variables.
bronchchronical bronchial reaction, no = 0, yes = 1
dustdust concentration (mg/cm^3) at working place
smokeemployee smoker?, no = 1, yes = 2
yearsyears of dust exposition
Source
Data Archive Department of Statistics, LMU Munich
Examples
## Not run:
##example of analysis:
if(interactive()){vignette("modbin-dust")}
if(interactive()){vignette("semiparametric-dust")}
if(interactive()){vignette("tree-dust")}
## End(Not run)
Cases of Herpes Encephalitis in Bavaria and Saxony
Description
The encephalitis data is based on a study on the occurence of herpes encephalitis in children.
It was observed in Bavaria and Lower Saxony between 1980 and 1993.
Usage
data(encephalitis)
Format
A data frame with 26 observations containing the following variables
yearyears 1980 to 1993 (1 – 14)
countryBavaria = 1, Lower Saxony = 2
countnumber of cases with herpes encephalitis
References
Karimi, A., Windorfer, A., Dreesemann, J. (1980) Vorkommen von zentralvenösen Infektionen in europäischen Ländern. Technical report, Schriften des Niedersächsischen Landesgesundheitsamtes.
Examples
## Not run:
##look for:
if(interactive()){vignette("count-encephalitis")}
## End(Not run)
Food-Stamp Program
Description
The foodstamp data stem from a survey on the federal food-stamp program,
150 persons were interviewed. The response indicates participation.
Usage
data(foodstamp)
Format
A data frame with 150 observations on the following 4 variables.
yparticipation in federal food-stamp program, yes = 1, no = 0
TENtenancy, yes = 1, no = 0
SUPsupplemental income, yes = 1, no = 0
INClog-transformed monthly income log(monthly income +1)
References
Künsch, H. R., Stefanski, L. A., Carroll, R. J. (1989) Conditionally unbiased bounded-influence estimation in general regression models, with applications to generalized linear models. Journal of American Statistical Association 84, 460–466.
Examples
## Not run:
##look for:
if(interactive()){vignette("modbin-foodstamp")}
## End(Not run)
Glass Identification
Description
A dataset coming from USA Forensic Science Service that distinguishes between six types of glass (four types of window glass, and three types nonwindow). Predictors are the refractive index and the oxide content of various minerals.
Usage
data(heart)
Format
A data frame with 214 observations on the following 10 variables.
RIRefractive index
NaOxide content of sodium
MgOxide content of magnesium
AlOxide content of aluminium
SiOxide content of silicon
KOxide content of potassium
CaOxide content of calcium
BaOxide content of barium
FeOxide content of iron
typeType of glass
Source
http://archive.ics.uci.edu/ml/datasets/Glass+Identification
References
Ripley, B. D. (1996), Pattern Recognition and Neural Networks, Cambridge University Press.
Examples
## Not run:
##example of analysis:
if(interactive()){vignette("prediction-glass")}
## End(Not run)
Heart Disease
Description
A retrospective sample of males in a heart-disease high-risk region of the Western Cape, South Africa.
Usage
data(heart)
Format
A data frame with 462 observations on the following 10 variables.
ycoronary heart disease (yes = 1, no = 0)
sbpsystolic blood pressure
tobaccocumulative tobacco
ldllow density lipoprotein cholesterol
adiposityadiposity
famhistfamily history of heart disease
typeatype-A behavior
obesityobesity
alcoholcurrent alcohol consumption
ageage at onset
References
South African Heart Disease dataset
Hastie, T., Tibshirani, R., and Friedman, J. (2001):
Elements of Statistical Learning; Data Mining, Inference, and Prediction, Springer-Verlag, New York
Examples
##example of analysis:
if(interactive()){vignette("regsel-heartdisease1")}
if(interactive()){vignette("regsel-heartdisease2")}
if(interactive()){vignette("regsel-heartdisease3")}
if(interactive()){vignette("regsel-heartdisease4")}
if(interactive()){vignette("regsel-heartdisease5")}
if(interactive()){vignette("regsel-heartdisease6")}
Insolvency of companies in Berlin
Description
The insolvency data gives the number of insolvent companies per month in Berlin from 1994 to 1996.
Usage
data(dust)
Format
A data frame with 36 observations on the following 4 variables.
insolvnumber of insolvent companies
yearyears 1994-1996 (1–3)
monthmonth (1-12)
casenumber of cases (1–36)
Examples
## Not run:
##example of analysis:
if(interactive()){vignette("count-insolvency")}
## End(Not run)
Knee Injuries
Description
In a clinical study n=127 patients with sport related injuries have been treated with two different therapies (chosen by random design). After 3,7 and 10 days of treatment the pain occuring during knee movement was observed.
Usage
data(knee)
Format
A data frame with 127 observations on the following 8 variables.
NPatient's number
ThTherapy ( placebo = 1, treatment = 2)
AgeAge in years
SexGender (male = 0, female = 1)
R1Pain before treatment (no pain = 1, severe pain = 5)
R2Pain after three days of treatment
R3Pain after seven days of treatment
R4Pain after ten days of treatment
Examples
##example of analysis:
if(interactive()){vignette("ordinal-knee1")}
if(interactive()){vignette("ordinal-knee2")}
if(interactive()){vignette("multivariate-knee")}
if(interactive()){vignette("random-knee1")}
if(interactive()){vignette("random-knee3")}
Knee Injuries
Description
In a clinical study n=127 patients with sport related injuries have been treated with two different therapies (chosen by random design). After 3,7 and 10 days of treatment the pain occuring during knee movement was observed. The data set is a transformed version of knee for fitting a cumulative logit model.
Usage
data(knee)
Format
A data frame with 127 observations on the following 8 variables.
yResponse
ThTherapy ( placebo = 1, treatment = 2)
AgeAge in years
Age2Squared age
SexGender (male = 0, female = 1)
PersonPerson
Examples
##example of analysis:
if(interactive()){vignette("random-knee2")}
Knee Injuries
Description
In a clinical study n=127 patients with sport related injuries have been treated with two different therapies (chosen by random design). After 3,7 and 10 days of treatment the pain occuring during knee movement was observed. The data set is a transformed version of knee for fitting a sequential logit model.
Usage
data(knee)
Format
A data frame with 127 observations on the following 8 variables.
yResponse
Icept1Intercept 1
Icept2Intercept 2
Icept3Intercept 3
Icept4Intercept 4
ThTherapy ( placebo = 1, treatment = 2)
AgeAge in years
Age2Squared age
SexGender (male = 0, female = 1)
PersonPerson
Examples
##example of analysis:
if(interactive()){vignette("random-knee2")}
Leukoplakia
Description
The leukoplakia data is about occurence of oral leukoplakia with covariates smoking and alcohol consumption.
Usage
data(leukoplacia)
Format
A data frame with 16 observations on the following 4 variables. Considering the weighting variable "Freq", there are 212 cases.
LeukoplakiaHas the person oral leukoplakia? yes = 1, no = 0
AlcoholHow much alcohol did the person drink on average? no = 1, less then 40g = 2, less then 80g = 3, more then 80g = 4
SmokerSmoker? yes = 1, no = 0
FreqFrequency of observation
Source
Fahrmeir, Hamerle and Tutz (1996), Multivariate statistische Verfahren, Berlin: de Gruyter
Examples
## Not run:
##look for:
if(interactive()){vignette("loglinear-leukoplakia")}
## End(Not run)
Number of Physician Office Visits
Description
The medcare data was collected on 4406 individuals,
aged 66 and over, that were covered by medcare,
a public insurence program
Usage
data(medcare)
Format
A data frame with 4406 observations on the following 9 variables.
ofpnumber of physician office visits
hospnumber of hospital stays
healthpoorindivudual has a poor health (reference: average health)
healthexcellentindivudual has a excellent health
numchronnumber of chronic conditions
malefemale = 0, male = 1
ageage of individual (centered around 60)
marriedmarried = 1, else = 0
schoolyears of education
Source
References
US National Medical Expenditure Survey in 1987/88
Examples
## Not run:
##example of analysis:
if(interactive()){vignette("count-medcare")}
if(interactive()){vignette("prediction-medcare")}
## End(Not run)
Who is a Regular Reader?
Description
The reader data contains information on the reading behaviour of women refering to a specific woman's journal.
Usage
data(reader)
Format
A data frame with 48 observations on the following 5 variables. Considering the weighting variable "Freq", there are 941 observations.
RegularReaderIs the woman a regular reader? yes = 1, no = 0
WorkingIs the woman working? yes = 1, no = 0
AgeAge of the woman in categories (18–29 years = 1, 30–39 = 2, 40–49 = 3)
EducationLevel of education. L1 = 11, L2 = 12, L3 = 13, L4 = 14
FreqFrequency of the observation
Source
Fahrmeir, Hamerle and Tutz (1996), Multivariate statistische Verfahren, Berlin: de Gruyter
Post-Surgery Recovery of Children
Description
The recovery data contains information on 60 children after a surgery.
Usage
data(recovery)
Format
A data frame with 240 observations on the following 10 variables
yrecovery score
Dos1Dosage=15 (yes = 1, no = 0)
Dos2Dosage=20 (yes = 1, no = 0)
Dos3Dosage=25 (yes = 1, no = 0)
AgeAge of child (in months)
Age2Squared age
DurDuration of surgery (in minutes)
Rep1First repetition (yes = 1, no = 0)
Rep2Second repetition (yes = 1, no = 0)
Rep3Third repetition (yes = 1, no = 0)
PersonID-Variable for each child (1–60)
Details
In a randomized study 60 children undergoing surgery were treated with one of four dosages of an anaesthetic (15, 20, 25, 30). Upon admission to the recovery room and at minutes 5, 15 and 30 following admission, recovery scores were assigned on a categorical scale ranging from 1 (least favourable) to 6 (most favourable). Therefore one has four repetitions of a variable having 6 categories. One wants to model how recovery scores depend on covariables as dosage of the anaesthetic (four levels), duration of surgery (in minutes) and age of the child (in months).
References
Davis, C.S. (1991) Semi-parametric and Non-parametric Methods for the Analysis of Repeated Measurements with Applications to Clinical Trials. Statistics in Medicine 10, 1959–1980
Rent in Munich
Description
The rent data contains the rent index for Munich in 2003.
Usage
data(rent)
Format
A data frame with 2053 observations on the following 13 variables.
rentclear rent in euros
rentmclear rent per square meter in euros
sizeliving space in square meter
roomsnumber of rooms
yearyear of construction
areamunicipality
goodgood adress, yes = 1, no =0
bestbest adress, yes = 1, no = 0
warmwarm water, yes = 0, no = 1
centralcentral heating, yes = 0, no = 1
tilesbathroom with tiles, yes = 0, no = 1
bathextraspecial furniture in bathroom, yes = 1, no = 0
kitchenupmarket kitchen, yes = 1, no = 0
Source
Data Archive Department of Statistics, LMU Munich
References
Fahrmeir, L., Künstler, R., Pigeot, I., Tutz, G. (2004) Statistik: der Weg zur Datenanalyse. 5. Auflage, Berlin: Springer-Verlag.
Examples
##example of analysis:
data(rent)
summary(rent)
Retinopathy
Description
The retinopathy data contains information on persons with retinopathy.
Usage
data(retinopathy)
Format
A data frame with 613 observations on the following 5 variables.
RETRET=1: no retinopathy, RET=2 nonproliferative retinopathy, RET=3 advanced retinopathy or blind
SMSM=1: smoker, SM=0: non-smoker
DIABdiabetes duration in years
GHglycosylated hemoglobin measured in percent
BPdiastolic blood pressure in mmHg
References
Bender and Grouven (1998), Using binary logistic regression models for ordinal data with non-proportional odds, J. Clin. Epidemiol., 51, 809–816.
Examples
## Not run:
## look for
if(interactive()){vignette("ordinal-retinopathy1")}
if(interactive()){vignette("ordinal-retinopathy2")}
## End(Not run)
Teratology
Description
In a teratology experiment 58 rats on iron-deficient diets were assigned to four groups. In the first group only placebo injections were given, in the other groups iron supplements were given. The animals were made pregnant and sacrificed after three weeks. The response is the number of living and dead rats of a litter.
Usage
data(teratology)
Format
A data frame with 58 observations on the following 3 variables.
Dnumber of deaths of rats litter
Lnumber survived of rats litter
Grpgroup(Untreated = 1, Injections days 7 and 10 = 2, Injections days 0 and 7 = 3, Injections weekly = 4
References
Moore, D. F. and Tsiatis, A. (1991) Robust estimation of the variance in moment methods for extra-binomial and extra-poisson variation. Biometrics 47, 383–401.
Examples
data(teratology)
summary(teratology)
## Not run:
if(interactive()){vignette("altbin-teratology")}
## End(Not run)
Teratology2
Description
In a teratology experiment 58 rats on iron-deficient diets were assigned to four groups. In the first group only placebo injections were given, in the other groups iron supplements were given. The animals were made pregnant and sacrificed after three weeks. The response was whether the fetus was dead (yij = 1) for each fetus in each rats litter.
Usage
data(teratology2)
Format
A data frame with 607 observations on the following 3 variables.
ydead = 1, living = 0
RatNumber of animal
Grptreatment group
References
Moore, D. F. and Tsiatis, A. (1991) Robust estimation of the variance in moment methods for extra-binomial and extra-poisson variation. Biometrics 47, 383–401.
Examples
## Not run:
data(teratology2)
if(interactive()){vignette("altbin-teratology")}
## End(Not run)
long term/short term unemployment
Description
The unemployment data contains information on 982 unemployed persons.
Usage
data(unemployment)
Format
A data frame with 982 observations on the following 2 variables.
ageage of the person in years (from 16 to 61)
durbinshort term (1) or long-term (2) unemployment
Source
Socio-economic panel 1995
Examples
## Not run:
##look for:
if(interactive()){vignette("binary-unemployment")}
if(interactive()){vignette("modbin-unemployment1")}
if(interactive()){vignette("modbin-unemployment2")}
if(interactive()){vignette("semiparametric-unemployment")}
if(interactive()){vignette("tree-unemployment")}
## End(Not run)
Vasoconstriciton and Breathing
Description
The vaso data contains binary data.
Three test persons inhaled a certain amount of air with different rates.
In some cases a vasoconstriction (neural constriction of vasculature) occured at their skin.
The goal of the study was to indicate a correlation between breathing and vasoconstriction.
The test persons repeated the test 9, 8, 22 times. So the dataframe has 39 observations.
Usage
data(vaso)
Format
A data frame with 39 observations on the following 3 variables.
volamount of air
raterate of breathing
vasocondition of vasculature: no vasoconstriction = 1, vasoconstriction = 2
Source
Data Archive Department of Statistics, LMU Munich
References
Finney, D. J. (1971) Probit Analysis. 3rd edition. Cambridge University Press.
Pregibon, D. (1982) Resistant fits for some commonly used logistic models. Appl. Stat. 29, 15–24.
Hastie, T. J. and Tibshirani, R. J. (1990) Generalized Additve Models. Chapman and Hall.
Examples
## Not run:
##look for:
if(interactive()){vignette("binary-vaso")}
## End(Not run)