Pdom.num2PE1Dasy {pcds} | R Documentation |
The asymptotic probability of domination number = 2
for Proportional Edge Proximity Catch Digraphs (PE-PCDs)
- middle interval case
Description
Returns the asymptotic P(
domination number\le 1)
for PE-PCD whose vertices are a uniform
data set in a finite interval (a,b)
.
The PE proximity region N_{PE}(x,r,c)
is defined with respect to (a,b)
with centrality parameter c
in (0,1)
and expansion parameter r=1/\max(c,1-c)
.
Usage
Pdom.num2PE1Dasy(c)
Arguments
c |
A positive real number in |
Value
The asymptotic P(
domination number\le 1)
for PE-PCD whose vertices are a uniform data set in a finite
interval (a,b)
Author(s)
Elvan Ceyhan
See Also
Pdom.num2PE1D
and Pdom.num2PEtri
Examples
c<-.5
Pdom.num2PE1Dasy(c)
Pdom.num2PE1Dasy(c=1/1.5)
Pdom.num2PE1D(r=1.5,c=1/1.5,n=10)
Pdom.num2PE1D(r=1.5,c=1/1.5,n=100)
[Package pcds version 0.1.8 Index]