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Subject index - Stata

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48 <strong>Subject</strong> <strong>index</strong><br />

interaction, [R] anova, [R] contrast, [R] fvrevar,<br />

[R] margins, [R] margins, contrast,<br />

[R] margins, pwcompare, [R] marginsplot,<br />

[R] pwcompare, [R] set emptycells,<br />

[R] xi, [U] 11.4.3 Factor variables,<br />

[U] 13.5.3 Factor variables and time-series<br />

operators, [U] 20.18 Obtaining contrasts,<br />

tests of interactions, and main effects,<br />

[U] 25.2 Estimation with factor variables<br />

interaction effects, [PSS] Glossary<br />

interaction expansion, [R] xi<br />

interaction plots, [R] marginsplot<br />

intercept, [SEM] intro 4, [SEM] Glossary, also see<br />

constraints, specifying<br />

interface, query subcommand, [R] query<br />

internal consistency test, [MV] alpha<br />

Internet,<br />

commands to control connections to, [R] netio<br />

installation of updates from, [R] adoupdate, [R] net,<br />

[R] sj, [R] update, [U] 28 Using the Internet to<br />

keep up to date<br />

search, [R] net search<br />

<strong>Stata</strong>, [U] 3.2.1 The <strong>Stata</strong> website (www.stata.com)<br />

<strong>Stata</strong> Journal, [U] 3.5 The <strong>Stata</strong> Journal<br />

<strong>Stata</strong> Press, [U] 3.3 <strong>Stata</strong> Press<br />

interpolation, [D] ipolate<br />

interquantile range, [R] qreg<br />

interquartile range, [R] lv, [R] table, [R] tabstat<br />

generating variable containing, [D] egen<br />

making dataset of, [D] collapse<br />

summarizing, [D] pctile<br />

interrater agreement, [R] kappa<br />

interrupting command execution, [U] 10 Keyboard use<br />

interval censoring, see imputation, interval-censored<br />

data<br />

interval data, [XT] xtintreg, [XT] Glossary<br />

interval regression, [R] intreg, [SEM] example 44g,<br />

[SVY] svy estimation<br />

random-effects, [XT] xtintreg<br />

intmethod() option, see gsem option intmethod()<br />

intpoints() option, see gsem option intpoints()<br />

intraclass correlation, [ME] Glossary, also see estat<br />

icc command, see correlation, intraclass<br />

intracluster correlation, see correlation, intracluster<br />

intreg command, [R] intreg, [R] intreg<br />

postestimation<br />

inv() function, [D] functions, [P] matrix define<br />

invbinomial() function, [D] functions,<br />

[M-5] normal( )<br />

invbinomialtail() function, [D] functions,<br />

[M-5] normal( )<br />

invchi2() function, [D] functions, [M-5] normal( )<br />

invchi2tail() function, [D] functions,<br />

[M-5] normal( )<br />

invcloglog() function, [D] functions, [M-5] logit( )<br />

invdunnettprob() function, [D] functions,<br />

[M-5] normal( )<br />

inverse<br />

cumulative<br />

beta distribution, [D] functions<br />

binomial function, [D] functions<br />

chi-squared distribution function, [D] functions<br />

F distribution function, [D] functions<br />

incomplete gamma function, [D] functions<br />

hyperbolic tangent transformation, see Fisher’s z<br />

transformation<br />

matrix, [M-4] solvers, [M-5] invsym( ),<br />

[M-5] cholinv( ), [M-5] luinv( ), [M-5] qrinv( ),<br />

[M-5] pinv( ), [M-5] solve tol( )<br />

noncentral<br />

beta distribution, [D] functions<br />

chi-squared distribution function, [D] functions<br />

F distribution, [D] functions<br />

normal distribution function, [D] functions<br />

of matrix, [P] matrix define, [P] matrix svd<br />

reverse cumulative<br />

beta distribution, [D] functions<br />

binomial function, [D] functions<br />

chi-squared distribution function, [D] functions<br />

F distribution function, [D] functions<br />

incomplete gamma function, [D] functions<br />

t distribution function, [D] functions<br />

inverse-probability weighting, [TE] teffects intro,<br />

[TE] teffects intro advanced, [TE] teffects ipw,<br />

[TE] Glossary<br />

inverse-probability-weighted regression adjustment,<br />

[TE] teffects intro, [TE] teffects intro advanced,<br />

[TE] teffects ipwra, [TE] Glossary<br />

invF() function, [D] functions, [M-5] normal( )<br />

invfft() function, [M-5] fft( )<br />

invfft() function, [M-5] fft( )<br />

invFtail() function, [D] functions, [M-5] normal( )<br />

invgammap() function, [D] functions, [M-5] normal( )<br />

invgammaptail() function, [D] functions,<br />

[M-5] normal( )<br />

invHilbert() function, [M-5] Hilbert( )<br />

invibeta() function, [D] functions, [M-5] normal( )<br />

invibetatail() function, [D] functions,<br />

[M-5] normal( )<br />

invlogit() function, [D] functions, [M-5] logit( )<br />

invnbinomial() function, [D] functions,<br />

[M-5] normal( )<br />

invnbinomialtail() function, [D] functions,<br />

[M-5] normal( )<br />

invnchi2() function, [D] functions, [M-5] normal( )<br />

invnchi2tail() function, [D] functions,<br />

[M-5] normal( )<br />

invnFtail() function, [D] functions, [M-5] normal( )<br />

invnibeta() function, [D] functions, [M-5] normal( )<br />

invnormal() function, [D] functions, [M-5] normal( )<br />

invnttail() function, [D] functions, [M-5] normal( )<br />

invorder() function, [M-5] invorder( )<br />

invpoisson() function, [D] functions,<br />

[M-5] normal( )

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