@@ -1402,45 +1402,51 @@ print binary_search(mylist,3)
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## 11 快排
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``` python
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- def qsort (seq ):
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- if seq== []:
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- return []
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+ # coding:utf-8
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+ def quicksort (list ):
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+ if len (list )< 2 :
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+ return list
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else :
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- pivot= seq[0 ]
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- lesser= qsort([x for x in seq[1 :] if x< pivot])
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- greater= qsort([x for x in seq[1 :] if x>= pivot])
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- return lesser+ [pivot]+ greater
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-
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- if __name__ == ' __main__' :
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- seq= [5 ,6 ,78 ,9 ,0 ,- 1 ,2 ,3 ,- 65 ,12 ]
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- print (qsort(seq))
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+ midpivot = list[0 ]
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+ lessbeforemidpivot = [i for i in list[1 :] if i<= midpivot]
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+ biggerafterpivot = [i for i in list[1 :] if i > midpivot]
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+ finallylist = quicksort(lessbeforemidpivot)+ [midpivot]+ quicksort(biggerafterpivot)
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+ return finallylist
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+
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+ print quicksort([2 ,4 ,6 ,7 ,1 ,2 ,5 ])
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```
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+ 递归基本思想: http://blog.csdn.net/morewindows/article/details/6684558
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+
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## 12 找零问题
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``` python
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- def coinChange (values , money , coinsUsed ):
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- # values T[1:n]数组
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- # valuesCounts 钱币对应的种类数
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- # money 找出来的总钱数
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- # coinsUsed 对应于目前钱币总数i所使用的硬币数目
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- for cents in range (1 , money+ 1 ):
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- minCoins = cents # 从第一个开始到money的所有情况初始
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- for value in values:
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- if value <= cents:
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- temp = coinsUsed[cents - value] + 1
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- if temp < minCoins:
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+
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+ # coding:utf-8
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+ # values是硬币的面值values = [ 25, 21, 10, 5, 1]
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+ # valuesCounts 钱币对应的种类数
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+ # money 找出来的总钱数
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+ # coinsUsed 对应于目前钱币总数i所使用的硬币数目
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+
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+ def coinChange (values ,valuesCounts ,money ,coinsUsed ):
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+ # 遍历出从1到money所有的钱数可能
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+ for cents in range (1 ,money+ 1 ):
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+ minCoins = cents
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+ # 把所有的硬币面值遍历出来和钱数做对比
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+ for kind in range (0 ,valuesCounts):
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+ if (values[kind] <= cents):
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+ temp = coinsUsed[cents - values[kind]] + 1
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+ if (temp < minCoins):
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minCoins = temp
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coinsUsed[cents] = minCoins
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- print ( ' 面值为: {0} 的最小硬币数目为: {1} ' .format(cents, coinsUsed[cents]) )
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+ print ( ' 面值: {0} 的最少硬币使用数为: {1} ' .format(cents, coinsUsed[cents]))
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- if __name__ == ' __main__' :
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- values = [ 25 , 21 , 10 , 5 , 1 ]
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- money = 63
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- coinsUsed = {i:0 for i in range (money+ 1 )}
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- coinChange(values, money, coinsUsed)
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```
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+ 思路: http://blog.csdn.net/wdxin1322/article/details/9501163
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+ 方法: http://www.cnblogs.com/ChenxofHit/archive/2011/03/18/1988431.html
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+
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## 13 广度遍历和深度遍历二叉树
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给定一个数组,构建二叉树,并且按层次打印这个二叉树
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