OFFSET
2,1
COMMENTS
The sequence is related to the method of subset construction, in which
the far left-hand member increases most slowly in value.
The.irregular.triangle.of.numbers.is:
First...........Frequency.with.which.the.value.of
Member..........the.first.subset.member.occurs
..........N.....2..........3..........4..........5
.
.1..............2..........8........111.......2470
.2..............1..........8.........88.......2022
.3..............1..........4.........67.......1688
.4.........................4.........55.......1358
.5.........................1.........42.......1119
.6.........................1.........32........880
.7...................................23........702
.8...................................15........520
.9....................................6........393
10....................................3........268
11....................................2........189
12.............................................122
13..............................................87
14..............................................57
15..............................................48
16..............................................33
17..............................................24
18..............................................11
19...............................................6
20...............................................1
.
.Totals.........4.........26........444......11998
EXAMPLE
For N = 2, the subsets of {1, 2, 3, 4} whose members sum to primes are
{1, 2}, {1, 4}, {2, 3}, {3, 4}
The first member is 1 in 2 subsets, 2 in 1 subset and 3 in 1 subset,
giving the first 3 terms of the sequence: 2, 1, 1.
CROSSREFS
KEYWORD
nonn,tabf
AUTHOR
Christopher Hunt Gribble, Nov 02 2009
STATUS
approved