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How to resolve programaticaly
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lotowiz
Mar 10, 2009, 4:01:17 AM3/10/09
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Covering Design C(v,k,t,m,l,=b) is a pair (V,B), where V is a set of v
elements (called points) and B is a collection of b k-subsets of V
(called blocks), such that every m-subset of V intersects at least l
members of B in at least t points. It is required that v >= k >= t and m
>= t. The case m > k is also a valid case. B can be a multiset.
When applied to lottery:
v total numbers in the design (amount of numbers you play)
k amount of numbers drawn
t min match t (t of m)
m min match of m (t of m)
l lambda (min l times t of m) (it is always 1and usually omitted)
b number of blocks (number of games)
For example, C(44,6,3,5,154) describes wheel with 44 numbers designed
for "pick 6" lottery that guarantees 3 matches if 5 officially drawn
balls are within the group of 44 numbers you have played. Finally, the
wheel size is 154 games.
elements (called points) and B is a collection of b k-subsets of V
(called blocks), such that every m-subset of V intersects at least l
members of B in at least t points. It is required that v >= k >= t and m
>= t. The case m > k is also a valid case. B can be a multiset.
When applied to lottery:
v total numbers in the design (amount of numbers you play)
k amount of numbers drawn
t min match t (t of m)
m min match of m (t of m)
l lambda (min l times t of m) (it is always 1and usually omitted)
b number of blocks (number of games)
For example, C(44,6,3,5,154) describes wheel with 44 numbers designed
for "pick 6" lottery that guarantees 3 matches if 5 officially drawn
balls are within the group of 44 numbers you have played. Finally, the
wheel size is 154 games.
llott...@gmail.com (samo jedno L i jedno Z u nazivu llottowizz)
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