@@ -392,13 +392,13 @@ title: "Table of Contents"
392392
393393 3.2. Normal distribution <br >
394394 &emsp ;&ensp ; 3.2.1. * [ Definition] ( /D/norm ) * <br >
395- &emsp ;&ensp ; 3.2.2. * [ Standard normal distribution] ( /D/snorm ) * <br >
396- &emsp ;&ensp ; 3.2.3. ** [ Relationship to standard normal distribution] ( /P/norm- snorm ) ** (1) <br >
397- &emsp ;&ensp ; 3.2.4. ** [ Relationship to standard normal distribution] ( /P/norm-snorm2 ) ** (2 ) <br >
398- &emsp ;&ensp ; 3.2.5. ** [ Relationship to standard normal distribution] ( /P/norm-snorm3 ) ** (3 ) <br >
399- &emsp ;&ensp ; 3.2.6. ** [ Relationship to chi-squared distribution] ( /P/norm-chi2 ) ** <br >
400- &emsp ;&ensp ; 3.2.7. ** [ Relationship to t- distribution] ( /P/norm-t ) ** <br >
401- &emsp ;&ensp ; 3.2.8. ** [ Special case of multivariate normal distribution] ( /P/norm-mvn ) ** <br >
395+ &emsp ;&ensp ; 3.2.2. ** [ Special case of multivariate normal distribution] ( /P/norm-mvn ) * * <br >
396+ &emsp ;&ensp ; 3.2.3. * [ Standard normal distribution] ( /D/ snorm ) * <br >
397+ &emsp ;&ensp ; 3.2.4. ** [ Relationship to standard normal distribution] ( /P/norm-snorm ) ** (1 ) <br >
398+ &emsp ;&ensp ; 3.2.5. ** [ Relationship to standard normal distribution] ( /P/norm-snorm2 ) ** (2 ) <br >
399+ &emsp ;&ensp ; 3.2.6. ** [ Relationship to standard normal distribution] ( /P/norm-snorm3 ) ** (3) <br >
400+ &emsp ;&ensp ; 3.2.7. ** [ Relationship to chi-squared distribution] ( /P/norm-chi2 ) ** <br >
401+ &emsp ;&ensp ; 3.2.8. ** [ Relationship to t- distribution] ( /P/norm-t ) ** <br >
402402 &emsp ;&ensp ; 3.2.9. ** [ Gaussian integral] ( /P/norm-gi ) ** <br >
403403 &emsp ;&ensp ; 3.2.10. ** [ Probability density function] ( /P/norm-pdf ) ** <br >
404404 &emsp ;&ensp ; 3.2.11. ** [ Moment-generating function] ( /P/norm-mgf ) ** <br >
@@ -420,27 +420,26 @@ title: "Table of Contents"
420420
421421 3.3. t-distribution <br >
422422 &emsp ;&ensp ; 3.3.1. * [ Definition] ( /D/t ) * <br >
423- &emsp ;&ensp ; 3.3.2. * [ Non-standardized t-distribution] ( /D/nst ) * <br >
424- &emsp ;&ensp ; 3.3.3. ** [ Relationship to non -standardized t-distribution] ( /P /nst-t ) * * <br >
425- &emsp ;&ensp ; 3.3.4. ** [ Special case of multivariate t-distribution] ( /P/t-mvt ) ** <br >
423+ &emsp ;&ensp ; 3.3.2. ** [ Special case of multivariate t-distribution] ( /P/t-mvt ) * * <br >
424+ &emsp ;&ensp ; 3.3.3. * [ Non -standardized t-distribution] ( /D /nst ) * <br >
425+ &emsp ;&ensp ; 3.3.4. ** [ Relationship to non-standardized t-distribution] ( /P/nst-t ) ** <br >
426426 &emsp ;&ensp ; 3.3.5. ** [ Probability density function] ( /P/t-pdf ) ** <br >
427427
428428 3.4. Gamma distribution <br >
429429 &emsp ;&ensp ; 3.4.1. * [ Definition] ( /D/gam ) * <br >
430- &emsp ;&ensp ; 3.4.2. * [ Standard gamma distribution] ( /D/sgam ) * <br >
431- &emsp ;&ensp ; 3.4.3. ** [ Relationship to standard gamma distribution] ( /P/gam-sgam ) ** (1) <br >
432- &emsp ;&ensp ; 3.4.4. ** [ Relationship to standard gamma distribution] ( /P/gam-sgam2 ) ** (2) <br >
433- &emsp ;&ensp ; 3.4.5. ** [ Scaling of a gamma random variable] ( /P/gam-scal ) ** <br >
434- &emsp ;&ensp ; 3.4.6. ** [ Special case of Wishart distribution] ( /P/gam-wish ) ** <br >
435- &emsp ;&ensp ; 3.4.7. ** [ Probability density function] ( /P/gam-pdf ) ** <br >
436- &emsp ;&ensp ; 3.4.8. ** [ Cumulative distribution function] ( /P/gam-cdf ) ** <br >
437- &emsp ;&ensp ; 3.4.9. ** [ Quantile function] ( /P/gam-qf ) ** <br >
438- &emsp ;&ensp ; 3.4.10. ** [ Mean] ( /P/gam-mean ) ** <br >
439- &emsp ;&ensp ; 3.4.11. ** [ Variance] ( /P/gam-var ) ** <br >
440- &emsp ;&ensp ; 3.4.12. ** [ Logarithmic expectation] ( /P/gam-logmean ) ** <br >
441- &emsp ;&ensp ; 3.4.13. ** [ Expectation of x ln x] ( /P/gam-xlogx ) ** <br >
442- &emsp ;&ensp ; 3.4.14. ** [ Differential entropy] ( /P/gam-dent ) ** <br >
443- &emsp ;&ensp ; 3.4.15. ** [ Kullback-Leibler divergence] ( /P/gam-kl ) ** <br >
430+ &emsp ;&ensp ; 3.4.2. ** [ Special case of Wishart distribution] ( /P/gam-wish ) ** <br >
431+ &emsp ;&ensp ; 3.4.3. * [ Standard gamma distribution] ( /D/sgam ) * <br >
432+ &emsp ;&ensp ; 3.4.4. ** [ Relationship to standard gamma distribution] ( /P/gam-sgam ) ** (1) <br >
433+ &emsp ;&ensp ; 3.4.5. ** [ Relationship to standard gamma distribution] ( /P/gam-sgam2 ) ** (2) <br >
434+ &emsp ;&ensp ; 3.4.6. ** [ Probability density function] ( /P/gam-pdf ) ** <br >
435+ &emsp ;&ensp ; 3.4.7. ** [ Cumulative distribution function] ( /P/gam-cdf ) ** <br >
436+ &emsp ;&ensp ; 3.4.8. ** [ Quantile function] ( /P/gam-qf ) ** <br >
437+ &emsp ;&ensp ; 3.4.9. ** [ Mean] ( /P/gam-mean ) ** <br >
438+ &emsp ;&ensp ; 3.4.10. ** [ Variance] ( /P/gam-var ) ** <br >
439+ &emsp ;&ensp ; 3.4.11. ** [ Logarithmic expectation] ( /P/gam-logmean ) ** <br >
440+ &emsp ;&ensp ; 3.4.12. ** [ Expectation of x ln x] ( /P/gam-xlogx ) ** <br >
441+ &emsp ;&ensp ; 3.4.13. ** [ Differential entropy] ( /P/gam-dent ) ** <br >
442+ &emsp ;&ensp ; 3.4.14. ** [ Kullback-Leibler divergence] ( /P/gam-kl ) ** <br >
444443
445444 3.5. Exponential distribution <br >
446445 &emsp ;&ensp ; 3.5.1. * [ Definition] ( /D/exp ) * <br >
@@ -506,10 +505,10 @@ title: "Table of Contents"
506505
507506 4.1. Multivariate normal distribution <br >
508507 &emsp ;&ensp ; 4.1.1. * [ Definition] ( /D/mvn ) * <br >
509- &emsp ;&ensp ; 4.1.2. * [ Bivariate normal distribution] ( /D/bvn ) * <br >
508+ &emsp ;&ensp ; 4.1.2. ** [ Special case of matrix- normal distribution] ( /P/mvn-matn ) * * <br >
510509 &emsp ;&ensp ; 4.1.3. ** [ Relationship to chi-squared distribution] ( /P/mvn-chi2 ) ** <br >
511- &emsp ;&ensp ; 4.1.4. ** [ Special case of matrix-normal distribution ] ( /P/mvn-matn ) ** <br >
512- &emsp ;&ensp ; 4.1.5. ** [ Probability density function ] ( /P/mvn-pdf ) * * <br >
510+ &emsp ;&ensp ; 4.1.4. ** [ Probability density function ] ( /P/mvn-pdf ) ** <br >
511+ &emsp ;&ensp ; 4.1.5. * [ Bivariate normal distribution ] ( /D/bvn ) * <br >
513512 &emsp ;&ensp ; 4.1.6. ** [ Probability density function of the bivariate normal distribution] ( /P/bvn-pdf ) ** <br >
514513 &emsp ;&ensp ; 4.1.7. ** [ Probability density function in terms of correlation coefficient] ( /P/bvn-pdfcorr ) ** <br >
515514 &emsp ;&ensp ; 4.1.8. ** [ Mean] ( /P/mvn-mean ) ** <br >
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