## Problem 2 – CSP Consider the following constraint satisfaction problem. A linear graph has nodes of the following colors: – Red – Yellow – Green – Blue – Violet

## Problem 2 – CSP Consider the following constraint satisfaction problem. A linear graph has nodes of the following colors: – Red – Yellow – Green – Blue – Violet Each node has a domain of {1, 2, …, 9}. Each node type has the following constraints on its value: – Red – No contraints – Yellow – equals the rightmost digit of of the product of all its neighbors – Green – equals the rightmost digit of the sum of all its neighbors – Blue – equals the leftmost digit of the sum of all its neighbors – Violet – equals the leftmost digit of the product of all of its neighbors As a reminder here is the pseudo code for the Min-Conflicts search algorithm: ![minconflicts](https://images2017.cnblogs.com/blog/1126979/201712/1126979-20171224140802287-1871895433.png) **Notes:** – It’s possible that you won’t converge to a solution in a single run. Try a few runs to see if you get to a solution. – The example is to show you what a problem looks like, we will test/grade your program on different examples

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