Created
October 17, 2013 01:53
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This solution is linear and basically has an array called us (last sequence) and ms (max sequence). This array structure is as follows: [start sequence index, end sequence index, sum]. Then is computing the sum and saving the best partial sequence in ms. It returns an array with the above described structure. For instance, for input [-1, 5, 6, -…
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# arreglo = [-1, 5, 6, -2, 20, -50, 4] | |
def max_sum (a) | |
us = [0,0,a[0]] | |
ms = Array.new(us) | |
for i in 1..a.size-1 do | |
new_sum = us[2] + a[i] | |
if (new_sum < 0 or new_sum < a[i]) then | |
us = [i,i,a[i]] | |
else | |
us[2] = us[2] + a[i] | |
us[1] = i | |
end | |
if (us[2] > ms[2]) then | |
ms = Array.new(us) | |
end | |
end | |
return ms | |
end |
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