Polynomial-time
Show that the computational problem has a polynomial-time
verifies;
you need to state what the certificate is in each case, and
what π does to verify it.
1. πΈQ_π·Iπ = {β©πβͺ: π is equally
dividable}.
Here we call a set π of integers
equally dividable if π = A βͺ B for two disjoint sets A, B such that
the sum of the elements in A is the same as the sum of the elements
in B. E.g. {β3, 4, 5,7, 9} is equally dividable as A = {β3,
5, 9} and B = {4, 7} but S = {1, 4, 9} is not equally
dividable.
Polynomial-time Show that the computational problem has a polynomial-time verifies; you need to state what the certifica
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