题目:

Suppose a sorted array is rotated at some pivot unknown to you beforehand.

(i.e., 0 1 2 4 5 6 7 might become 4 5 6 7 0 1 2).

You are given a target value to search. If found in the array return its index, otherwise return -1.

You may assume no duplicate exists in the array

代码:oj测试通过 Runtime: 53 ms

 class Solution:
# @param A, a list of integers
# @param target, an integer to be searched
# @return an integer
def search(self, A, target):
# none case & zero case
if A is None or len(A)==0 :
return -1
# binary search
start = 0
end = len(A)-1
while start<=end :
# one element left case
if start == end :
if A[start]==target :
return start
else:
return -1
# two elements left case
if start+1 == end :
if A[start]==target :
return start
elif A[end]==target :
return end
else:
return -1
# equal or more than three elements case
mid = (start+end)/2
if A[mid]==target :
return mid
elif A[mid]>target:
if A[start]>A[mid] and A[end]<A[mid]:
start = mid+1
elif A[start]<A[mid] and A[end]<A[mid]:
if A[end]>=target:
start = mid+1
else:
end = mid-1
elif A[start]>A[mid] and A[end]>A[mid]:
end = mid-1
else:
end = mid-1
else:
if A[start]>A[mid] and A[end]<A[mid]:
end = mid-1
elif A[start]<A[mid] and A[end]<A[mid]:
start = mid+1
elif A[start]>A[mid] and A[end]>A[mid]:
if A[end]>=target :
start = mid+1
else:
end = mid-1
else:
start = mid+1
return -1

思路:

这个就是binary search的思路。

个人没想出来什么好的方法,硬着头皮硬写了一个暴力解决方法。

传统的binary search只需要判断A[mid]与target的大小就可以了;但这道题是rotated array,光判断A[mid]是不够的。

还需要判断A[start] A[end]与A[mid]的大小才能判断,target可能落在[start,mid]区间还是[mid,end]区间。

自己的代码实在有些繁琐丑陋,估计有些if else条件可以合并,后续会改进。

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