Matlab Toolbox Quick Reference Page 8
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11Hypergeometric pdf
Beta random numbers
Poisson mean and variance
hygepdf
betarnd
poisstat
Lognormal pdf
Binomial random numbers
Rayleigh mean and variance
lognpdf
binornd
raylstat
Negative binomial pdf
Chi-square random numbers
Student's t mean and variance
nbinpdf
chi2rnd
tstat
Noncentral F pdf
Exponential random numbers
Discrete uniform mean and variance
ncfpdf
exprnd
unidstat
Noncentral t pdf
F random numbers
Continuous uniform mean and variance
nctpdf
frnd
unifstat
ncx2pdf
Noncentral Chi-square pdf
gamrnd
Gamma random numbers
weibstat
Weibull mean and variance
Normal (Gaussian) pdf
Geometric random numbers
normpdf
geornd
Parameterized pdf routine
Hypergeometric random numbers
pdf
hygernd
Descriptive Statistics
Poisson pdf
Lognormal random numbers
poisspdf
lognrnd
Bootstrap statistics for any function
bootstrp
Rayleigh pdf
Multivariate normal random numbers
raylpdf
mvnrnd
Correlation coefficients (in MATLAB)
corrcoef
Student's t pdf
Multivariate t random numbers
tpdf
mvtrnd
Covariance matrix (in MATLAB)
cov
Discrete uniform pdf
Negative binomial random numbers
unidpdf
nbinrnd
Cross tabulation
crosstab
Continuous uniform pdf
Noncentral F random numbers
unifpdf
ncfrnd
Geometric mean
geomean
Weibull pdf
Noncentral t random numbers
weibpdf
nctrnd
Summary statistics by group
grpstats
Noncentral Chi-square random numbers
ncx2rnd
Harmonic mean
harmmean
Normal (Gaussian) random numbers
normrnd
Inverse Cumulative Distribution Functions
Interquartile range
iqr
Poisson random numbers
poissrnd
Beta critical values
Sample kurtosis
betainv
kurtosis
Parameterized random number routine
random
Binomial critical values
Mean absolute deviation
binoinv
mad
Rayleigh random numbers
raylrnd
Chi-square critical values
Arithmetic average (in MATLAB)
chi2inv
mean
Student's t random numbers
trnd
Exponential critical values
50th percentile (in MATLAB)
expinv
median
Discrete uniform random numbers
unidrnd
finv
F critical values
moment
Central moments of all orders
Continuous uniform random numbers
unifrnd
Gamma critical values
Maximum ignoring missing data
gaminv
nanmax
Weibull random numbers
weibrnd
Geometric critical values
Average ignoring missing data
geoinv
nanmean
Hypergeometric critical values
Median ignoring missing data
hygeinv
nanmedian
Moments of Distribution Functions
Parameterized inverse distribution routine
Minimum ignoring missing data
icdf
nanmin
Lognormal critical values
Beta mean and variance
Standard deviation ignoring missing data
logninv
betastat
nanstd
Negative binomial critical values
Binomial mean and variance
Sum ignoring missing data
nbininv
binostat
nansum
Noncentral F critical values
Chi-square mean and variance
Empirical percentiles of a sample
ncfinv
chi2stat
prctile
Noncentral t critical values
Exponential mean and variance
Sample range
nctinv
expstat
range
Noncentral Chi-square critical values
F mean and variance
Sample skewness
ncx2inv
fstat
skewness
Normal (Gaussian) critical values
Gamma mean and variance
Standard deviation (in MATLAB)
norminv
gamstat
std
Poisson critical values
Geometric mean and variance
Frequency table
poissinv
geostat
tabulate
Rayleigh critical values
Hypergeometric mean and variance
Trimmed mean
raylinv
hygestat
trimmean
Student's t critical values
Lognormal mean and variance
Variance
tinv
lognstat
var
Discrete uniform critical values
Negative binomial mean and variance
unidinv
nbinstat
Continuous uniform critical values
Noncentral F mean and variance
unifinv
ncfstat
Statistical Plotting
Weibull critical values
Noncentral t mean and variance
weibinv
nctstat
Box plots
boxplot
Noncentral Chi-square mean and variance
ncx2stat
Plot of empirical cumulative distribution function
cdfplot
Normal (Gaussian) mean and variance
normstat
Random Number Generators
Error bar plot
errorbar
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