这是我打印出二叉搜索树元素的代码。目标是以级别顺序显示它,并使用斜杠将父级连接到每个子级。因此,例如,序列15 3 16 2 1 4 19 17 28 31 12 14 11 0将在执行后显示为:
15
/ \
3 16
/ \ \
2 4 19
/ \ / \
1 12 17 28
/ / \ \
0 11 14 31
我已经做了很长时间了,但我似乎无法正确地获得间距/缩进。我知道我编写了正确的算法,以正确的顺序显示节点,但斜杠只是关闭。这是我的代码的结果:http://imgur.com/sz8l1
我知道我的答案非常接近,因为我的显示器与我的需求并不相差,而且我觉得这是一个非常简单的解决方案,但出于某种原因,我似乎只是把它弄好了。
答案 0 :(得分:1)
我现在没时间了,但这是一个快速版本。 我没有阅读你的代码(不懂C ++),所以我不知道我们的解决方案有多接近。
我略微更改了输出格式。我使用/
代替|
左侧节点,所以我根本不用担心左侧间距。
15
| \
3 16
|\ \
2 4 19
| \ | \
1 | 17 28
| | \
0 12 31
| \
11 14
这是代码。我希望你能从中得到你需要的东西。肯定有一些Pythonism我希望映射到你正在使用的东西。主要思想是将每行数字视为节点对象的位置映射,并在每个级别按键对映射进行排序,并根据指定的位置迭代地将它们打印到控制台。然后生成一个新地图,其中包含与前一级别中父项相关的位置。如果发生碰撞,则生成假节点以将实际节点撞到一条线上。
from collections import namedtuple
# simple node representation. sorry for the mess, but it does represent the
# tree example you gave.
Node = namedtuple('Node', ('label', 'left', 'right'))
def makenode(n, left=None, right=None):
return Node(str(n), left, right)
root = makenode(
15,
makenode(
3,
makenode(2, makenode(1, makenode(0))),
makenode(4, None, makenode(12, makenode(11), makenode(14)))),
makenode(16, None, makenode(19, makenode(17),
makenode(28, None, makenode(31)))))
# takes a dict of {line position: node} and returns a list of lines to print
def print_levels(print_items, lines=None):
if lines is None:
lines = []
if not print_items:
return lines
# working position - where we are in the line
pos = 0
# line of text containing node labels
new_nodes_line = []
# line of text containing slashes
new_slashes_line = []
# args for recursive call
next_items = {}
# sort dictionary by key and put them in a list of pairs of (position,
# node)
sorted_pos_and_node = [
(k, print_items[k]) for k in sorted(print_items.keys())]
for position, node in sorted_pos_and_node:
# add leading whitespace
while len(new_nodes_line) < position:
new_nodes_line.append(' ')
while len(new_slashes_line) < position:
new_slashes_line.append(' ')
# update working position
pos = position
# add node label to string, as separate characters so list length
# matches string length
new_nodes_line.extend(list(node.label))
# add left child if any
if node.left is not None:
# if we're close to overlapping another node, push that node down
# by adding a parent with label '|' which will make it look like a
# line dropping down
for collision in [pos - i for i in range(3)]:
if collision in next_items:
next_items[collision] = makenode(
'|', next_items[collision])
# add the slash and the node to the appropriate places
new_slashes_line.append('|')
next_items[position] = node.left
else:
new_slashes_line.append(' ')
# update working position
len_num = len(node.label)
pos += len_num
# add some more whitespace
while len(new_slashes_line) < position + len_num:
new_slashes_line.append(' ')
# and take care of the right child
if node.right is not None:
new_slashes_line.append('\\')
next_items[position + len_num + 1] = node.right
else:
new_slashes_line.append(' ')
# concatenate each line's components and append them to the list
lines.append(''.join(new_nodes_line))
lines.append(''.join(new_slashes_line))
# do it again!
return print_levels(next_items, lines)
lines = print_levels({0: root})
print '\n'.join(lines)