Description Usage Arguments Details Value See Also Examples
The function generates approximately M
intervals with endpoints in 1
,2
,...,n
, without random drawing. This routine
can be used inside wbs
function and is typically not called directly by the user.
1 | fixed.intervals(n, M)
|
n |
a number of endpoints to choose from |
M |
a number of intervals to generate |
Function finds the minimal m
such that \code{M} <= \code{m(m-1)/2}.
Then it generates m
approximately equally-spaced positive integers lower than n
and returns all possible intervals consisting of any two of these points.
a 2-column matrix with start (first column) and end (second column) points of an interval in each row
1 | fixed.intervals(10,100)
|
[,1] [,2]
[1,] 1 2
[2,] 1 3
[3,] 1 4
[4,] 1 5
[5,] 1 6
[6,] 1 7
[7,] 1 8
[8,] 1 9
[9,] 1 10
[10,] 2 3
[11,] 2 4
[12,] 2 5
[13,] 2 6
[14,] 2 7
[15,] 2 8
[16,] 2 9
[17,] 2 10
[18,] 3 4
[19,] 3 5
[20,] 3 6
[21,] 3 7
[22,] 3 8
[23,] 3 9
[24,] 3 10
[25,] 4 5
[26,] 4 6
[27,] 4 7
[28,] 4 8
[29,] 4 9
[30,] 4 10
[31,] 5 6
[32,] 5 7
[33,] 5 8
[34,] 5 9
[35,] 5 10
[36,] 6 7
[37,] 6 8
[38,] 6 9
[39,] 6 10
[40,] 7 8
[41,] 7 9
[42,] 7 10
[43,] 8 9
[44,] 8 10
[45,] 9 10
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