I\'m trying to find a function that will permute all the unique permutations of a vector, while not counting juxtapositions within subsets of the same element type. For example:
I have a graph G which consists only of star graphs.A star graph consists of one central node having edges to every other node in it.Let H1, H2,…,Hn be different star graphs of different sizes
I have a function to print all of the ternary string combinations from length 0 to length n: void TerString(int len,string input){
I know that there is an algorithm that permits, given a combination of number (no repetitions, no order), calculates the index of the lexicographic order.
I was given this: Write a recursive program that, given a string with no spaces in it, breaks it into every possible segmentation of the string into \"words\". That is, print out every possible vers
Given a list of cities and the cost to fly between each city, I am trying to find the cheapest itinerary that visits all of these cities. I am currently using a MATLAB solution to find the cheapest ro
I\'m trying to write some code to test out the Cartesian product of a bunch of input parameters. I\'ve looked at itertools, but its product function is not exactly what I want. Is there a simple obvi
I\'m having a problem figuring out this problem, it is similar to combining sets of non-unique letters, but is slightly different.
Given some sets (or lists) of numbers, I would like to iterate through the cross product of these sets in the order determined by the sum of the returned numbers. For example, if the given sets are {
I have built recursive function to compute Pascal\'s triangle values. Is there a way to optimize it?
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