// Implementation of the Graph ADT // Undirected, unweighted // Vertices are given by integers between 0 and V - 1 #include #include #include #include #include "Graph.h" struct graph { int nV; int nE; struct adjNode **edges; }; struct adjNode { Vertex v; struct adjNode *next; }; static bool validVertex(Graph g, Vertex v); /** * Returns a new graph with nV vertices */ Graph GraphNew(int nV) { // TODO fprintf(stderr, "error: not implemented\n"); exit(EXIT_FAILURE); } /** * Frees all memory allocated to a graph */ void GraphFree(Graph g) { for (int i = 0; i < g->nV; i++) { struct adjNode *curr = g->edges[i]; while (curr != NULL) { struct adjNode *temp = curr; curr = curr->next; free(temp); } } free(g->edges); free(g); } /** * Returns the number of vertices in a graph */ int GraphNumVertices(Graph g) { return g->nV; } /** * Returns the number of edges in a graph */ int GraphNumEdges(Graph g) { return g->nE; } /** * Returns true if there is an edge between v and w, * and false otherwise */ bool GraphIsAdjacent(Graph g, Vertex v, Vertex w) { assert(validVertex(g, v)); assert(validVertex(g, w)); // TODO return false; } /** * Inserts an edge between v and w */ void GraphInsertEdge(Graph g, Vertex v, Vertex w) { assert(validVertex(g, v)); assert(validVertex(g, w)); // TODO - this is left as an exercise } /** * Removes an edge between v and w */ void GraphRemoveEdge(Graph g, Vertex v, Vertex w) { assert(validVertex(g, v)); assert(validVertex(g, w)); // TODO - this is left as an exercise } /** * Returns the degree of a vertex */ int GraphDegree(Graph g, Vertex v) { assert(validVertex(g, v)); // TODO - this is left as an exercise return 0; } /** * Displays a graph */ void GraphShow(Graph g) { printf("Number of vertices: %d\n", g->nV); printf("Number of edges: %d\n", g->nE); printf("Edges:\n"); for (int i = 0; i < g->nV; i++) { printf("%2d:", i); for (struct adjNode *curr = g->edges[i]; curr != NULL; curr = curr->next) { printf(" %d", curr->v); } printf("\n"); } printf("\n"); } static bool validVertex(Graph g, Vertex v) { return (v >= 0 && v < g->nV); }