墨墨唧唧爱 发表于 2021-7-20 23:51:05

学习递归遇到一些问题,请给萌新解答一下

本帖最后由 墨墨唧唧爱 于 2021-7-20 23:57 编辑

用递归思想写了个求和的函数

import sys
sys.setrecursionlimit(1000000)
def total(num):
    if num==1:
      return 1
    return num+total(num-1)
   
a=total(1000)
print(a)

运行结果是



但是当求5000的和时,卡住了:

import sys
sys.setrecursionlimit(1000000)
def total(num):
    if num==1:
      return 1
    return num+total(num-1)
   
a=total(5000)
print(a)

结果:


我加了个监测点看看每步的情况:

import sys
sys.setrecursionlimit(1000000)
def total(num):
    print(num)
    if num==1:
      return 1
    return num+total(num-1)
   
a=total(1000)
print(a)

当算1000的和时,很正常,结果是这样的:


但是当算5000时,加到1297卡住了,然后出现了和此前一样的报错,请问这是什么原因?应该怎么解决?我不是已经解除了递归次数限制了?


墨墨唧唧爱 发表于 2021-7-20 23:52:08

我加了个监测点看看每步的情况: import syssys.setrecursionlimit(1000000)def total(num):   print(num)   if num==1:       return 1   return num+total(num-1)    a=total(1000)print(a) 当算1000的和时,很正常,结果是这样的:data:image/png;base64,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但是当算5000时,加到1297卡住了,然后出现了和此前一样的报错,请问这是什么原因?应该怎么解决?我不是已经解除了递归次数限制了?data:image/png;base64,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

学渣李某人 发表于 2021-7-21 10:28:54

应该是你调用次数太多, 把调用栈挤满了, 我这里也不输出结果

kogawananari 发表于 2021-7-22 10:47:44

import sys

class TailRecurseException(BaseException):
    def __init__(self, args, kwargs):
      self.args = args
      self.kwargs = kwargs


def tail_call_optimized(g):
    """
    This function decorates a function with tail call
    optimization. It does this by throwing an exception
    if it is it's own grandparent, and catching such
    exceptions to fake the tail call optimization.

    This function fails if the decorated5
    function recurses in a non-tail context.
    """
    def func(*args, **kwargs):
      f = sys._getframe()
      if f.f_back and f.f_back.f_back and f.f_back.f_back.f_code == f.f_code:
            raise TailRecurseException(args, kwargs)
      else:
            while 1:
                try:
                  return g(*args, **kwargs)
                except TailRecurseException as e:
                  args = e.args
                  kwargs = e.kwargs

    func.__doc__ = g.__doc__
    return func

@tail_call_optimized
def total(num,a=1):
    if num==1:
      return a
    a += num
    return total(num-1,a)
   
a=total(100)
print(a)
a=total(5000)
print(a)

阿奇_o 发表于 2021-7-22 11:05:12

软件上(代码)可以设置更大乃至无穷,
但硬件上(分配到的内存)总是有限的……
页: [1]
查看完整版本: 学习递归遇到一些问题,请给萌新解答一下