我是一名初学者,想将dfs代码与Fibonacci系列生成代码集成在一起。斐波那契代码也像dfs一样运行,调用从左到右。
集成仍不完整。
我有两个问题:
(i)无法在fib()中正确更新“路径”,因为输出未正确描述该路径。
(ii)作为注释在下面的fib()函数中声明。
P.S.
还有一个与程序的工作有关的问题:
(iii)在将第16行修改为:stack = root = stack [1:];得到与以前相同的输出。
import sys
count = 0
root_counter = 0
#path=1
inf = -1
node_counter = 0
root =0
def get_depth_first_nodes(root):
nodes = []
stack = [root]
while stack:
cur_node = stack[0]
stack = stack[1:]
nodes.append(cur_node)
for child in cur_node.get_rev_children():
stack.insert(0, child)
return nodes
def node_counter_inc():
global node_counter
node_counter = node_counter + 1
class Node(object):
def __init__(self, id_,path):
self.id = node_counter_inc()
self.children = []
self.val = inf #On instantiation, val = -1, filled bottom up;
#except for leaf nodes
self.path = path
def __repr__(self):
return "Node: [%s]" % self.id
def add_child(self, node):
self.children.append(node)
def get_children(self):
return self.children
def get_rev_children(self):
children = self.children[:]
children.reverse()
return children
def fib(n, level, val, path):
global count, root_counter, root
print('count :', count, 'n:', n, 'dfs-path:', path)
count += 1
if n == 0 or n == 1:
path = path+1
root.add_child(Node(n, path))
return n
if root_counter == 0:
root = Node(n, path)
root_counter = 1
else:
#cur_node.add_child(Node(n, path)) -- discarded for next(new) line
root.add_child(Node(n, path))
tmp = fib(n-1, level + 1,inf, path) + fib(n-2, level + 1,inf,path+1)
#Issue 2: Need update node's val field with tmp.
#So, need suitable functions in Node() class for that.
print('tmp:', tmp, 'level', level)
return tmp
def test_depth_first_nodes():
fib(n,0,-1,1)
node_list = get_depth_first_nodes(root)
for node in node_list:
print(str(node))
if __name__ == "__main__":
n = int(input("Enter value of 'n': "))
test_depth_first_nodes()
要添加here中的代码构思。
答案 0 :(得分:1)
第一个问题的答案:
此特定问题中的路径是一个整数。它是从根到叶子的贪婪dfs方式编号。
这可以通过使path为全局变量而不是fib函数的输入来实现。每当到达叶子时,我们都会增加路径计数。
我还修改了fib函数以返回节点而不是数字。
import sys
count = 0
root_counter = 0
path=1
inf = -1
node_counter = 0
root = None
def node_counter_inc():
global node_counter
node_counter = node_counter + 1
print("node_counter:", node_counter)
return node_counter
class Node(object):
def __init__(self, id__,path):
print("calling node_counter_inc() for node:", n )
try:
self.id = int(node_counter_inc())
except TypeError:
self.id = 0 # or whatever you want to do
#self.id = int(node_counter_inc())
self.val = inf #On instantiation, val = -1, filled bottom up;
#except for leaf nodes
self.path = path
self.left = None
self.right = None
def __repr__(self):
return "Node" + str(self.id) + ":"+ str(self.val)
def fib(n, level, val):
# make fib returns a node rather than a value
global count, root_counter, root, path
print('count :', count, 'n:', n, 'dfs-path:', path)
count += 1
if n == 0 or n == 1:
path = path+1
new_Node = Node(n, path)
new_Node.val = n
return new_Node
#root.add_child(new_Node)
# return new_node
#if root_counter == 0:
# root = Node(n, path)
# root_counter = 1
#else:
#cur_node.add_child(Node(n, path)) -- discarded for next(new) line
# root.add_child(Node(n, path))
#tmp = fib(n-1, level + 1,inf) + fib(n-2, level + 1,inf)
#Issue 2: Need update node's val field with tmp.
#So, need suitable functions in Node() class for that.
#print('tmp:', tmp, 'level', level)
#return tmp
ans = Node(n, path)
ans.left = fib(n-1, level + 1, inf)
ans.right = fib(n-2, level + 1, inf)
ans.val = ans.left.val + ans.right.val
print("the node is", ans.id, "with left child", ans.left.id, "and right child", ans.right.id)
print("the corresponding values are", ans.val, ans.left.val, ans.right.val)
return ans
def test_depth_first_nodes():
ans = fib(n,0,-1)
print("The answer is", ans.val)
#node_list = get_depth_first_nodes(root)
#for node in node_list:
# print(str(node))
if __name__ == "__main__":
n = int(input("Enter value of 'n': "))
test_depth_first_nodes()