I just need the math function x^y with floating point.
But there is no straight function on the Pentium-FPU ?!?

How do I do it?

Thanks in advance,

Posted on 2002-03-05 15:06:28 by VShader
Use Scali's power-routine:

Power PROC a:REAL4, b:REAL4

fstcw [cw] ; Save current control word
mov ax, [cw]
or ax, 0C00h ; Set rounding control to chop
mov [cwtemp], ax
fldcw [cwtemp]

; c = exp(b*log(a));
fld [b]
fld [a]
fyl2x ; st(0) = b*(2 log(a))
fld st(0) ; Duplicate log
frndint ; Round to integer. st(1) = b*(2 log(a)), st(0) = (int)(b*(2 log(a)))
fld st(1) ; ...and duplicate log again
fsubr ; st(0) = (b*(2 log(a)) - b*((int)(2 log(a))) (fraction only)
f2xm1 ; st(0) = 2^st(0) - 1 (2^x float portion)
fld1 ; add 1 again (why did that bastard sub it? :)
fscale ; Calc the 2^x integer portion, and multiply with 2^x float portion, to get complete 2^x (based on 2^i * 2^f = 2^(i+f))
fstp st(1) ; Clean up stack (fscale doesn't pop the scale argument...)
fldcw [cw] ; Restore control word

Power ENDP

Posted on 2002-03-05 15:14:51 by Delight
Thanks :alright:

Posted on 2002-03-05 15:32:23 by VShader
There are faster ways: X^Y = ln (X e^Y)
Look on the board for the exponent function.
Posted on 2002-03-05 15:42:33 by bitRAKE