absolute deviation
additive effects
alternative hypothesis
analysis of variance
ANOVA
anova1 <1> <2> <3> <4>
anova2 <1> <2> <3> <4> <5>
anovan
aoctool <1> <2> <3>
average linkage
bacteria counts
barttest
baseball odds <1> <2>
Bernoulli random variables
beta distribution <1> <2>
betacdf <1> <2>
betafit <1> <2>
betainv <1> <2>
betalike <1> <2>
betapdf <1> <2>
betarnd <1> <2>
betastat <1> <2>
binocdf <1> <2>
binofit <1> <2>
binoinv <1> <2>
binomial distribution <1> <2>
binopdf <1> <2>
binornd <1> <2>
binostat <1> <2>
bootstrap
bootstrap sampling
bootstrp
bootstrp
box plots
boxplot <1> <2>
capability studies
capable <1> <2>
capaplot
caseread <1> <2>
casewrite <1> <2>
cdf <1> <2>
cdf <1> <2>
cdfplot
census
Central Limit Theorem
centroid linkage
Chatterjee and Hadi example
chi2cdf <1> <2>
chi2inv <1> <2>
chi2pdf <1> <2>
chi2rnd <1> <2>
chi2stat <1> <2>
chi-square distribution <1> <2>
circuit boards
cities
City Block metric
in cluster analysis
classify <1> <2>
cluster <1> <2>
cluster analysis
computing inconsistency coefficient <1> <2>
creating clusters from data
creating clusters from linkage output <1> <2>
creating the cluster tree <1> <2>
determining proximity <1> <2>
evaluating cluster formation <1> <2>
formatting distance information <1> <2>
overview
plotting the cluster tree <1> <2>
clusterdata <1> <2>
coin
combnk
complete linkage
confidence intervals
hypothesis tests
nonlinear regression
control charts
EWMA charts
S charts
Xbar charts
conventions in our documentation (table)
cophenet <1> <2>
using
cophenetic correlation coefficient
defined
cordexch <1> <2>
corrcoef
cov
Cp index <1> <2>
Cpk index <1> <2>
crosstab <1> <2>
cumulative distribution function (cdf)
data
daugment <1> <2>
dcovary <1> <2>
demos <1> <2>
design of experiments
polynomial curve fitting
probability distributions
random number generation
dendrogram <1> <2> <3>
using
depth
in cluster analysis
descriptive statistics <1> <2>
Design of Experiments
D-optimal designs
fractional factorial designs
full factorial designs
discrete uniform distribution <1> <2>
discrim
dissimilarity matrix
creating
distributions <1> <2>
disttool <1> <2> <3>
DOE. See Design of Experiments
D-optimal designs
dummyvar <1> <2>
erf
error function
errorbar <1> <2>
estimate
Euclidean distance
in cluster analysis
EWMA charts
ewmaplot <1> <2>
expcdf <1> <2>
expfit <1> <2>
expinv <1> <2>
exponential distribution <1> <2>
exppdf <1> <2>
exprnd <1> <2>
expstat <1> <2>
extrapolated
F distribution <1> <2>
F statistic
fcdf <1> <2>
ff2n <1> <2>
file I/O
finv <1> <2>
floppy disks
fpdf <1> <2>
fracfact
fractional factorial designs
friedman <1> <2>
frnd <1> <2>
fstat <1> <2>
fsurfht <1> <2>
full factorial designs
fullfact <1> <2>
furthest neighbor linkage
gamcdf <1> <2>
gamfit <1> <2>
gaminv <1> <2>
gamlike <1> <2>
gamma distribution <1> <2>
gampdf <1> <2>
gamrnd <1> <2>
gamstat <1> <2>
gas
Gaussian
geocdf <1> <2>
geoinv <1> <2>
geomean <1> <2>
geometric distribution <1> <2>
geopdf <1> <2>
geornd <1> <2>
geostat <1> <2>
gline <1> <2>
glmdemo <1> <2>
glmfit
gname <1> <2> <3>
gplotmatrix
grouped scatter plot
grpstats <1> <2> <3> <4>
gscatter
Guinness beer <1> <2>
hadamard
hald
harmmean <1> <2>
hat matrix
hist
histfit <1> <2>
histogram
hogg
Hotelling's T squared
hougen
Hougen-Watson model
hygecdf <1> <2>
hygeinv <1> <2>
hygepdf <1> <2>
hygernd <1> <2>
hygestat <1> <2>
hypergeometric distribution <1> <2>
hypotheses <1> <2>
hypothesis tests
icdf
incomplete beta function
incomplete gamma function
inconsistency coefficient
inconsistent <1> <2>
using
inspector
interaction
interpolated
interquartile range (iqr)
inverse cdf <1> <2>
iqr <1> <2>
jbtest
kruskalwallis <1> <2>
kstest
kstest2
kurtosis <1> <2>
lawdata
least squares
leverage <1> <2>
light bulbs, life of
likelihood function
lillietest
linear
linear models
linkage <1> <2> <3>
using
logncdf <1> <2>
logninv <1> <2>
lognormal distribution <1> <2>
lognpdf <1> <2>
lognrnd <1> <2>
lognstat <1> <2>
lottery
lsline <1> <2>
LU factorizations
mad <1> <2>
mahal <1> <2>
Mahalanobis distance
in cluster analysis
manova1 <1> <2>
manovacluster <1> <2>
mean <1> <2>
mean <1> <2>
Mean Squares (MS)
measures of central tendency
measures of dispersion
median <1> <2>
mileage
Minkowski metric
in cluster analysis
mle <1> <2>
models
linear
nonlinear
moment <1> <2>
Monte Carlo simulation
moore
multcompare
multiple linear regression
multivariate statistics
mvnrnd <1> <2> <3> <4> <5>
mvtrnd
nanmax <1> <2>
nanmean <1> <2>
nanmedian <1> <2>
nanmin <1> <2>
NaNs
nanstd <1> <2>
nansum <1> <2>
nbincdf <1> <2>
nbininv <1> <2>
nbinpdf <1> <2>
nbinrnd <1> <2>
nbinstat <1> <2>
ncfcdf <1> <2>
ncfinv <1> <2>
ncfpdf <1> <2>
ncfrnd <1> <2>
ncfstat <1> <2>
nctcdf <1> <2>
nctinv <1> <2>
nctpdf <1> <2>
nctrnd <1> <2>
nctstat <1> <2>
ncx2cdf <1> <2>
ncx2inv <1> <2>
ncx2pdf <1> <2>
ncx2rnd <1> <2>
ncx2stat <1> <2>
nearest neighbor linkage
negative binomial distribution <1> <2>
Newton's method
nlinfit <1> <2>
nlintool <1> <2> <3>
nlparci <1> <2>
nlpredci <1> <2>
noncentral chi-square distribution
noncentral F distribution <1> <2>
noncentral t distribution <1> <2>
nonlinear
nonlinear regression models
normal distribution <1> <2>
normal probability plots <1> <2>
normalizing a dataset
using zscore
normcdf <1> <2>
normdemo <1> <2>
normfit <1> <2>
norminv <1> <2>
normlike
normpdf <1> <2>
normplot <1> <2>
normrnd <1> <2>
normstat <1> <2>
notches
null
null hypothesis
one-way analysis of variance (ANOVA)
outliers
pareto <1> <2>
parts
Pascal, Blaise
PCA. See Principal Components Analysis
pcacov <1> <2>
pcares <1> <2>
pdf
pdf
pdist <1> <2>
using
percentiles
perms
plots <1> <2>
poisscdf <1> <2>
poissfit <1> <2>
poissinv <1> <2>
Poisson distribution <1> <2>
poisspdf <1> <2>
poissrnd <1> <2>
poisstat <1> <2>
polyconf <1> <2>
polydata
polyfit <1> <2>
polynomial
polytool <1> <2> <3> <4>
polyval <1> <2>
popcorn <1> <2>
popcorn
prctile <1> <2>
Principal Components Analysis
component scores
component variances
Hotelling's T squared
Scree plot
princomp <1> <2>
probability
probability density function (pdf)
probability distributions
p-value <1> <2>
qqplot <1> <2>
QR decomposition
quality assurance
quantile-quantile plots <1> <2>
random
random number generator
random numbers
randtool <1> <2> <3> <4>
range <1> <2>
ranksum <1> <2> <3>
raylcdf <1> <2>
Rayleigh distribution
raylinv <1> <2>
raylpdf <1> <2>
raylrnd <1> <2>
raylstat <1> <2>
rcoplot <1> <2> <3>
reaction
refcurve <1> <2>
reference lines
references
refline <1> <2>
regress <1> <2>
regression
nonlinear
stepwise
regstats <1> <2>
relative efficiency
residuals
Response Surface Methodology (RSM)
ridge <1> <2>
robust
robust linear fit
robustdemo <1> <2>
robustfit
rowexch <1> <2>
rsmdemo
rsmdemo <1> <2> <3> <4> <5>
R-square
rstool <1> <2> <3> <4>
S charts
sat
schart <1> <2>
Scree plot
segmentation analysis
significance level
signrank <1> <2> <3>
signtest <1> <2> <3>
similarity matrix
creating
simulation
single linkage
skewness
skewness <1> <2>
SPC. See Statistical Process Control
squareform <1> <2>
standard normal
Standardized Euclidean distance
in cluster analysis
statistical plots
Statistical Process Control
capability studies
control charts
statistical references
statistically significant <1> <2> <3>
std
stepwise <1> <2> <3>
stepwise regression
Sum of Squares (SS)
surfht <1> <2>
symmetric
t distribution <1> <2>
tabulate <1> <2>
taxonomy analysis
tblread <1> <2>
tblwrite <1> <2>
tcdf <1> <2>
tdfread
tinv <1> <2>
tpdf <1> <2>
trimmean <1> <2>
trnd <1> <2>
tstat <1> <2>
ttest <1> <2>
ttest2 <1> <2>
two-way ANOVA
unbiased <1> <2>
unidcdf <1> <2>
unidinv <1> <2>
unidpdf <1> <2>
unidrnd <1> <2>
unidstat <1> <2>
unifcdf <1> <2>
unifinv <1> <2>
unifit <1> <2>
uniform distribution <1> <2>
unifpdf <1> <2>
unifrnd <1> <2>
unifstat <1> <2>
var <1> <2>
variance <1> <2>
ward linkage
weibcdf <1> <2>
weibfit <1> <2>
weibinv <1> <2>
weiblike
weibpdf <1> <2>
weibplot <1> <2>
weibrnd <1> <2>
weibstat <1> <2>
Weibull distribution <1> <2>
Weibull probability plots
Weibull, Waloddi
whiskers <1> <2>
x2fx <1> <2>
Xbar charts
xbarplot <1> <2>
zscore
ztest <1> <2>