예제 #1
0
파일: bintree2.c 프로젝트: narak1/jisikin
void print_tree_post(node *a)
{
	if( a == NULL ) return;
	print_tree_post(a->left);
	print_tree_post(a->right);
	printf("%d\n", a->data);
}
예제 #2
0
int main_test_tree(int argc, char **argv) {
	unsigned int maxloop = 1;
	if (argc > 1)
		maxloop = atoi(argv[1]);

	for (unsigned int j = 0; j < maxloop; ++j) {
		tree<std::string> tr9;
		tr9.set_head("hi");
		tr9.insert(tr9.begin().begin(), "0");
		tr9.insert(tr9.begin().begin(), "1");
		print_tree(tr9, tr9.begin(), tr9.end());

		tree<std::string> tr;
		tree<std::string>::pre_order_iterator html, body, h1, h3, bh1, mv1;

		std::cout << "empty tree to begin with:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		html = tr.insert(tr.begin(), "html");
		tr.insert(html, "extra");
//		tr.insert(html,"zextra2");
		body = tr.append_child(html, "body");
		h1 = tr.append_child(body, "h1");
		std::cout << tr.index(h1) << std::endl;
		bh1 = tr.insert(h1, "before h1");
		tr.append_child(h1, "some text");
		tree<std::string>::sibling_iterator more_text = tr.append_child(body,
				"more text");

		std::cout << " 'more text' is sibling " << tr.index(more_text)
				<< " in its sibling range" << std::endl;

		std::cout << "filled tree:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		std::cout << "filled tree, post-order traversal:" << std::endl;
		print_tree_post(tr, tr.begin_post(), tr.end_post());

		tr.swap(bh1);
		std::cout << "swapped elements:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());
		tr.swap(h1);
		std::cout << "swapped back:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		tree<std::string> copytree(h1);
		std::cout << "copied tree:" << std::endl;
		print_tree(copytree, copytree.begin(), copytree.end());

		// Now test the STL algorithms
		std::cout << "result of search for h1 and kasper:" << std::endl;
		tree<std::string>::pre_order_iterator it;
		it = std::find(tr.begin(), tr.end(), std::string("h1"));
		if (it != tr.end())
			print_tree(tr, it, tr.next_sibling(it));
		else
			std::cout << "h1 not found" << std::endl;
		it = std::find(tr.begin(), tr.end(), std::string("kasper"));
		if (it != tr.end())
			print_tree(tr, it, tr.next_sibling(it));
		else
			std::cout << "kasper not found" << std::endl;
		std::cout << std::endl;

		// remove the h1, replace it with new subtree
		tree<std::string> replacement;
		h3 = replacement.insert(replacement.begin(), "h3");
		replacement.append_child(h3, "text in h3");
		std::cout << "replacement tree:" << std::endl;
		print_tree(replacement, replacement.begin(), replacement.end());
		print_tree(tr, tr.begin(), tr.end());
		h1 = tr.replace(tree<std::string>::sibling_iterator(h1),
				tr.next_sibling(h1), tree<std::string>::sibling_iterator(h3),
				tr.next_sibling(h3));
		std::cout << "filled tree with replacement done:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		// replace h3 node while keeping children
		h1 = tr.replace(h1, "<foobar>");
		print_tree(tr, tr.begin(), tr.end());

		// add a sibling to the head
		tr.insert_after(h1, "more");

		// Copy object.
		tree<std::string> tr2 = tr;
		print_tree(tr2, tr2.begin(), tr2.end());
		tree<std::string> tr3(tr);

		// reparent "before h1" to h3 node
		tr.reparent(h1, bh1, tr.next_sibling(bh1));
		std::cout << "moved content:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		// iterate over children only
		tree<std::string>::sibling_iterator ch = tr.begin(h1);
		std::cout << "children of h1:" << std::endl;
		while (ch != tr.end(h1)) {
			std::cout << (*ch) << std::endl;
			++ch;
		}
		std::cout << std::endl;

		// flatten the h3 node
		tr.flatten(h1);
		std::cout << "flattened (at h3) tree:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		// Erase the subtree of tr below body.
		tr.erase_children(body);
		std::cout << "children of body erased:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());
		it = std::find(tr.begin(), tr.end(), "h1");
		if (it != tr.end())
			print_tree(tr, it, tr.next_sibling(it));
		else
			std::cout << "h1 not found" << std::endl;

		// Erase everything
		tr.erase(tr.begin());
		std::cout << "erased tree:" << std::endl;
		print_tree(tr, tr.begin(), tr.end());

		// The copies are deep, ie. all nodes have been copied.
		std::cout << "copies still exist:" << std::endl;
		print_tree(tr2, tr2.begin(), tr2.end());
		print_tree(tr3, tr3.begin(), tr3.end());

		// Test comparison
		std::cout << "testing comparison functions:" << std::endl;
		std::cout
				<< std::equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 1)"
				<< std::endl;
		// modify content but not structure
		tree<std::string>::pre_order_iterator fl3 = tr3.begin();
		fl3 += 4; // pointing to "<foobar>" node
		std::cout << (*fl3) << std::endl;
		std::string tmpfl3 = (*fl3);
		(*fl3) = "modified";
		std::cout
				<< std::equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 0)"
				<< std::endl;
		std::cout
				<< tr2.equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 0)"
				<< std::endl;
		std::cout << tr2.equal(tr2.begin(), tr2.end(), tr3.begin(), truefunc)
				<< " (should be 1)" << std::endl;
		// modify tr3 structure (but not content)
		(*fl3) = tmpfl3;
		tr3.flatten(fl3);
		std::cout << "tree flattened, test again" << std::endl;
		print_tree(tr3, tr3.begin(), tr3.end());

		// Test comparison again
		std::cout
				<< tr2.equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 0)"
				<< std::endl;
		std::cout
				<< std::equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 1)"
				<< std::endl;
		// Change content
		(*fl3) = "modified";
		// Test comparison again
		std::cout
				<< std::equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 0)"
				<< std::endl;
		std::cout
				<< tr2.equal(tr2.begin(), tr2.end(), tr3.begin(),
						std::equal_to<std::string>()) << " (should be 0)"
				<< std::endl;

		// Testing sort. First add a subtree to one leaf
		tree<std::string>::pre_order_iterator txx3 = tr3.begin();
		txx3 += 5;
		tr3.append_child(txx3, "ccc");
		tr3.append_child(txx3, "bbb");
		tr3.append_child(txx3, "bbb");
		tr3.append_child(txx3, "aaa");
		std::less<std::string> comp;
		tree<std::string>::pre_order_iterator bdy = tr3.begin();
		bdy += 2;
		assert(tr.is_valid(bdy));
		std::cout << "unsorted subtree:" << std::endl;
		print_tree(tr3, tr3.begin(), tr3.end());
		tree<std::string>::sibling_iterator sortit1 = tr3.begin(bdy), sortit2 =
				tr3.begin(bdy);
		sortit1 += 2;
		sortit2 += 4;
		assert(tr.is_valid(sortit1));
		assert(tr.is_valid(sortit2));
		std::cout << "partially sorted subtree: (" << "sorted from "
				<< (*sortit1) << " to " << (*sortit2)
				<< ", excluding the last element)" << std::endl;

		mv1 = tr3.begin();
		++mv1;
		tr3.sort(sortit1, sortit2);
		print_tree(tr3, tr3.begin(), tr3.end());
		tr3.sort(tr3.begin(bdy), tr3.end(bdy), comp, true); // false: no sorting of subtrees
//    Sorting the entire tree, level by level, is much simpler:
//		tr3.sort(tr3.begin(), tr3.end(), true);
		std::cout << "sorted subtree:" << std::endl;
		print_tree(tr3, tr3.begin(), tr3.end());

		// Michael's problem
//		std::cout << mv1.node << ", " << tr3.feet << ", " << tr3.feet->prev_sibling << std::endl;
//		std::cout << mv1.node->next_sibling << ", " << tr3.feet->prev_sibling << ", " << tr3.end().node << std::endl;
//		tr3.sort(tr3.begin(), tr3.end(), true);		
//		std::cout << mv1.node << ", " << tr3.feet << ", " << tr3.feet->prev_sibling << std::endl;
//		std::cout << mv1.node->next_sibling << ", " << tr3.feet->prev_sibling << ", " << tr3.end().node << std::endl;
//		print_tree(tr3, tr3.begin(), tr3.end());
//		tr3.sort(tr3.begin(), tr3.end(), true);
//		std::cout << mv1.node << ", " << tr3.feet << ", " << tr3.feet->prev_sibling << std::endl;
//		std::cout << mv1.node->next_sibling << ", " << tr3.feet->prev_sibling << ", " << tr3.end().node << std::endl;
//		print_tree(tr3, tr3.begin(), tr3.end());
//		return 1;

		// Test merge algorithm.
		std::cout << "test merge" << std::endl;
		tree<std::string> mtree;
		tree<std::string>::pre_order_iterator mt1, mt2, mt3;
		mt1 = mtree.insert(mtree.begin(), "html");
		mt2 = mtree.append_child(mt1, "head");
		mt3 = mtree.append_child(mt1, "body");
// Adding it without head having any children tests whether we can
// insert at the end of an empty list of children. 
		mtree.append_child(mt2, "title");
		mtree.append_child(mt3, "h1");
		mtree.append_child(mt3, "h1");

		tree<std::string> mtBree;
		tree<std::string>::pre_order_iterator mtB1, mtB2;
		mtB1 = mtBree.insert(mtBree.begin(), "head");
		mtB2 = mtBree.append_child(mtB1, "another title");
		print_tree(mtree, mtree.begin(), mtree.end());
		print_tree(mtBree, mtBree.begin(), mtBree.end());

		mtree.merge(mtree.begin(), mtree.end(), mtBree.begin(), mtBree.end(),
				true);
		print_tree(mtree, mtree.begin(), mtree.end());
		mtree.merge(mtree.begin(mtree.begin()), mtree.end(mtree.begin()),
				mtBree.begin(), mtBree.end(), true);
		print_tree(mtree, mtree.begin(), mtree.end());

		// Print tree in reverse (test operator--)
		print_tree_rev(mtree, mtree.end(), mtree.begin());
		print_tree_rev_post(mtree, mtree.end_post(), mtree.begin_post());

		// Breadth-first
		tree<std::string> bft;
		tree<std::string>::iterator bfB, bfC, bfD;
		bft.set_head("A");
		bfB = bft.append_child(bft.begin(), "B");
		bfC = bft.append_child(bft.begin(), "C");
		bfD = bft.append_child(bft.begin(), "D");
		bft.append_child(bfB, "E");
		bft.append_child(bfB, "F");
		bft.append_child(bfC, "G");
		bft.append_child(bfC, "H");
		bft.append_child(bfD, "I");
		tree<std::string>::breadth_first_queued_iterator bfq =
				bft.begin_breadth_first();
		while (bfq != bft.end_breadth_first()) {
			std::cout << *bfq << std::endl;
			++bfq;
		}

		print_tree(bft, bft.begin(), bft.end());
		bft.wrap(bfD, "wrap");
		print_tree(bft, bft.begin(), bft.end());

		tree<std::string>::leaf_iterator li = tr.begin_leaf(bfC);
		while (li != tr.end_leaf(bfC)) {
			std::cout << *li << std::endl;
			++li;
		}

//		test_move_constructor();

	}
	return 0;
}