I am working on a problem where I have been given a number, let me get the next big element to meet with When searching on the Internet on the number of sets of bits, I found an interesting piece of code, which bit (bit magic) in the code:
unsigned nexthi_same_count_ones (unsigned one) {/ * Works for the length of any word * / unsigned C = (A and A); Unsigned R = A + C; Return (((R ^ A)> 2) / C). R); }
But I want to understand the underlying logic of the algorithm that it will always work, matters of all limits will be handled properly.
"post-text" itemprop = "text" Adds the code to to Pre- or at least important runs are scored, a situation is extended to the left to move it right From the two conditions, the original left moves to the right of a place (except for any one
In the next higher number, 1
1
on the left side of 0
while the remaining 1
s moves in the right direction
1
, a
(from which the next higher 0
, Is turning on all those bits) 0
high position), a
The more the 0
is at the right edge of the lower, the less divides by 1
.
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