Hi,
I am just trying to implement multi-precision arithmetic on native MIPS. Assume that
one 64-bit integer is in register $12 and $13 and another is in registers $14 and $15.
The sum is to be placed in registers $10 and $11. The most significant word of the 64-bit integer is found in the even-numbered registers, and the least significant word is found in the odd-numbered registers. On the internet, it said, this is the shortest possible implementation.
addu $11, $13, $15 # add least significant word
sltu $10, $11, $15 # set carry-in bit
addu $10, $10, $12 # add in first most significant word
addu $10, $10, $14 # add in second most significant word
I just wanna double check that I understand correctly. The sltu checks if
the sum of the two least significant words is smaller or equal than one of
the operands. If this is the case, than did a carry occur, is this right?
To check if there occured a carry when adding the two most significant
words and store the result in $9 I have to do:
sltu $9, $10, $12 # set carry-in bit
Does this make any sense?
