I have a 3 byte signed number that I need to determine the value of in Java. I believe it is signed with one's complement but I'm not 100% sure (I haven't studied this stuff in more than 10 years and the documentation of my problem isn't super clear). I think the problem I'm having is Java does everything in two's complement. I have a specific example to show:
The original 3-byte number:
Parsed as an integer (
Integer.parseInt(s, 16)) this becomes: 15604503
If I do a simple bit flip (
~) of this I get (I think) a two's complement representation: -15604504
But the value I should be getting is: -1172713
What I think is happening is I'm getting the two's complement of the entire int and not just the 3 bytes of the int, but I don't know how to fix this.
What I have been able to do is convert the integer to a binary string (
Integer.toBinaryString()) and then manually "flip" all of the 0s to 1s and vice-versa. When then parsing this integer (
Integer.parseInt(s, 16)) I get 1172712 which is very close. In all of the other examples I need to always add 1 to the result to get the answer.
Can anyone diagnose what type of signed number encoding is being used here and if there is a solution other than manually flipping every character of a string? I feel like there must be a much more elegant way to do this.
EDIT: All of the responders have helped in different ways, but my general question was how to flip a 3-byte number and @louis-wasserman answered this and answered first so I'm marking him as the solution. Thanks to everyone for the help!