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December 22, 2018 06:36
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Learn Prolog Now! - Chapter 3 - Practical Session - Programming Exercise 1 - Directed graphs
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% A directed graph (provided) | |
connected(1,2). | |
connected(3,4). | |
connected(5,6). | |
connected(7,8). | |
connected(9,10). | |
connected(12,13). | |
connected(13,14). | |
connected(15,16). | |
connected(17,18). | |
connected(19,20). | |
connected(4,1). | |
connected(6,3). | |
connected(4,7). | |
connected(6,11). | |
connected(14,9). | |
connected(11,15). | |
connected(16,12). | |
connected(14,17). | |
connected(16,19). | |
% path/2 - Given points X and Y, can we go from X to Y? | |
% Basis: We can go from X to Y if there is a directed edge (X, Y) | |
path(X, Y) :- connected(X, Y). | |
% Inductive step: If there is a directed edge (X, Z) for some Z and we can go from Z to Y then there is a path from X to Y | |
path(X, Y) :- connected(X, Z), path(Z, Y). |
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