| /*===-- umodsi3.S - 32-bit unsigned integer modulus -----------------------===// |
| * |
| * The LLVM Compiler Infrastructure |
| * |
| * This file is dual licensed under the MIT and the University of Illinois Open |
| * Source Licenses. See LICENSE.TXT for details. |
| * |
| *===----------------------------------------------------------------------===// |
| * |
| * This file implements the __umodsi3 (32-bit unsigned integer modulus) |
| * function for the ARM architecture. A naive digit-by-digit computation is |
| * employed for simplicity. |
| * |
| *===----------------------------------------------------------------------===*/ |
| |
| #include "../assembly.h" |
| |
| #define a r0 |
| #define b r1 |
| #define r r2 |
| #define i r3 |
| |
| .syntax unified |
| .align 3 |
| DEFINE_COMPILERRT_FUNCTION(__umodsi3) |
| #if __ARM_ARCH_7S__ |
| tst r1, r1 |
| beq LOCAL_LABEL(divzero) |
| udiv r2, r0, r1 |
| mls r0, r2, r1, r0 |
| bx lr |
| LOCAL_LABEL(divzero): |
| mov r0, #0 |
| bx lr |
| #else |
| // We use a simple digit by digit algorithm; before we get into the actual |
| // divide loop, we must calculate the left-shift amount necessary to align |
| // the MSB of the divisor with that of the dividend. |
| clz r2, a |
| tst b, b // detect b == 0 |
| clz r3, b |
| bxeq lr // return a if b == 0 |
| subs i, r3, r2 |
| bxlt lr // return a if MSB(a) < MSB(b) |
| |
| LOCAL_LABEL(mainLoop): |
| // This loop basically implements the following: |
| // |
| // do { |
| // if (a >= b << i) { |
| // a -= b << i; |
| // if (a == 0) break; |
| // } |
| // } while (--i) |
| // |
| // Note that this does not perform the final iteration (i == 0); by doing it |
| // this way, we can merge the two branches which is a substantial win for |
| // such a tight loop on current ARM architectures. |
| subs r, a, b, lsl i |
| movhs a, r |
| subsne i, i, #1 |
| bhi LOCAL_LABEL(mainLoop) |
| |
| // Do the final test subtraction and update of remainder (i == 0), as it is |
| // not performed in the main loop. |
| subs r, a, b |
| movhs a, r |
| bx lr |
| #endif |