q.testlin.n2

q.testlin.n3

q.testlin.n4

q.testlin.n5

q.testlin.n6

q.testlin.n7

q.testlin.n8

q.testlin.n9

q.testlin.n10

q.testlin.n11

q.testlin.n12

q.testlin.n13

q.testlin.n14

q.testlin.n15

q.testlin.n16

q.testlin.n17

q.testlin.n18

q.testlin.n19

q.testlin.n20

q.testlin.n21

q.testlin.n22

q.testlin.n23

q.testlin.n24

q.testlin.n25

q.testlin.n26

q.testlin.n27

q.testlin.n28

q.testlin.n29

q.testlin.n30

q.testlin.n31

q.testlin.n32

q.testlin.n33

q.testlin.n34

q.testlin.n35

q.testlin.n36

q.testlin.n37

q.testlin.n38

q.testlin.n39

q.testlin.n40

q.testlin.n41

q.testlin.n42

q.testlin.n43

q.testlin.n44

q.testlin.n45

q.testlin.n46

q.testlin.n47

q.testlin.n48

q.testlin.n49

q.testlin.n50

q.testgaplin.n2

q.testgaplin.n3

q.testgaplin.n4

q.testgaplin.n5

q.testgaplin.n6

q.testgaplin.n7

q.testgaplin.n8

q.testgaplin.n9

q.testgaplin.n10

q.testgaplin.n11

q.testgaplin.n12

q.testgaplin.n13

q.testgaplin.n14

q.testgaplin.n15

q.testgaplin.n16

q.testgaplin.n17

q.testgaplin.n18

q.testgaplin.n19

q.testgaplin.n20

q.testgaplin.n21

q.testgaplin.n22

q.testgaplin.n23

q.testgaplin.n24

q.testgaplin.n25

q.testgaplin.n26

q.testgaplin.n27

q.testgaplin.n28

q.testgaplin.n29

q.testgaplin.n30

q.testgaplin.n31

q.testgaplin.n32

q.testgaplin.n33

q.testgaplin.n34

q.testgaplin.n35

q.testgaplin.n36

q.testgaplin.n37

q.testgaplin.n38

q.testgaplin.n39

q.testgaplin.n40

q.testgaplin.n41

q.testgaplin.n42

q.testgaplin.n43

q.testgaplin.n44

q.testgaplin.n45

q.testgaplin.n46

q.testgaplin.n47

q.testgaplin.n48

q.testgaplin.n49

q.testgaplin.n50


  The data set provide quantile tables for the linearity/gap-linearity test
statistics for N=2, ..., 50 and k= 2, ..., N, for each N. These tables will be
used to compute p-values corresponding to test statistics.


datasets

qtables

For a sequence of event occurence times, we are interested in
finding subsequences in it that are too "regular". We define regular as being
significantly different from a homogeneous Poisson process. The departure from
the Poisson process is measured using a L1 distance. See Di and Perlman 2007
for more details.

Yanming Di

regsubseq

Detect and Test Regular Sequences and Subsequences

qtables function

R rda files. Within each quantile table, the first row indicates at
which probability values the quantiles are computed.

Format

Quantile Tables of the Linearity/Gap-Linearity Tests

qtables: Quantile Tables of the Linearity/Gap-Linearity Tests

Description

Usage

Arguments

Format