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def binary_search(sorted_nums, val, minimum, maximum): | |
if maximum < minimum: | |
return -1 | |
mid = minimum + ((maximum - minimum) // 2) | |
if val == sorted_nums[mid]: | |
return mid | |
elif val < sorted_nums[mid]: | |
return binary_search(sorted_nums, val, minimum, mid - 1) | |
else: | |
return binary_search(sorted_nums, val, mid + 1, maximum) | |
def find_start_and_end_pos_of_val(nums, val): | |
start = end = -1 | |
if nums == None or len(nums) == 0 or type(val) != int: | |
return [start, end] | |
sorted_nums = sorted(nums) | |
val_index = binary_search(sorted_nums, val, 0, len(sorted_nums) - 1) | |
if val_index == -1: | |
return [start, end] | |
start = end = val_index | |
# Loop through downwards from the index below the value index | |
for i in range(val_index - 1, -1, -1): | |
if val == sorted_nums[i]: | |
start = i | |
else: break | |
# Loop through upwards from the index above the value index | |
for i in range(val_index + 1, len(sorted_nums)): | |
if val == sorted_nums[i]: | |
end = i | |
else: break | |
return [start, end] | |
if __name__ == '__main__': | |
nums = [0, 8, -2, 5, 0] | |
val = 0 | |
retval = find_start_and_end_pos_of_val(nums, val) | |
print(retval) |
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