Hi, Xiaoming! I see you're deeply interested in Jitrino :) I'm actually surprised that LIR is so clean... Can you show full LIR dump for unsignedMultAddAdd? But now, let's see the refined version of your LIR dump:
mov [esp-100], eax mov [esp-104], eax xor edx, edx mov eax, [esp-100] mul edx, eax, edx mov ebx, eax xor eax, eax mov edi, [esp-24] mul edx, eax, edi add ebx, eax mov eax, [esp-104] mul edx, eax, edi mov [esp-100], eax add edx, ebx ...after noticing that "xor reg,reg" === "reg = 0" and propagating zero: mov [esp-100], eax mov [esp-104], eax mov eax, [esp-100] mov edi, [esp-24] mov eax, [esp-104] mul edx, eax, edi mov [esp-100], eax ...and some more sweep: mov edi, [esp-24] mul edx, eax, edi mov [esp-100], eax Looks pretty good for me. Thanks, Aleksey. On Sat, Oct 11, 2008 at 8:44 AM, xiaoming gu <[EMAIL PROTECTED]> wrote: > Hi, all. I find the benefits of this patch come from changing a 64-bit MUL > (3 32-bit MUL and 2 32-bit ADD) to a 32-bit MUL. At present, the > optimization is done as a magic replacement, which is not a common way to > generate code. (https://issues.apache.org/jira/browse/HARMONY-5826) > > Assume A and B are both 64-bit operands and we are doing A*B. In 32-bit > machine, the MUL operation is usually translated to (High 32-bit of A)*(Low > 32-bit of b)+(Low 32-bit of A)*(High 32-bit of B)+(Low 32-bit of A)*(Low > 32-bit of A). But when we know High 32-bit of A and B are both 0, only (Low > 32-bit of A)*(Low 32-bit of A) needed. > > Following are the HIR and LIR for result = (a & ffffffffL) * (b & ffffffffL) > + (c & ffffffffL) + (d & ffffffffL) without this patch. We can do the > optimization in HIR simplifier or LIR peephole. I'm not sure whether > changing int64 operation to int32 operation will bring overhead for 64-bit > machine. I think maybe peephole is a better place. I find there is no > peephole optimization for XOR. If JIT could find out the result of XOR is 0, > then propagates the 0 to MUL and related MUL is eliminated. The left problem > is whether there is sufficient data-flow analysis in LIR to do the > propagation and elimination. > =====HIR===== > I42:ldci8 #4294967295 -) t38:int64 > I43:and t37, t38 -) t39:int64 > I44:convi8 g23 -) t40:int64 > I45:and t40, t38 -) t41:int64 > I46:mul t39, t41 -) t42:int64 > =====LIR===== > 238B02A6 I329: MOV s286[v208(ESP)+t285(-100)]:I_32,v19(EAX):I_32 > 238B02AA I328: MOV t291[v208(ESP)+t290(-104)]:I_32,v19(EAX):I_32 > 238B02AE I327: (ID:s8(EFLGS):U_32) =XOR t206(EDX):I_32,t206(EDX):I_32 > 238B02B0 I326: MOV s292(EAX):I_32,s286[v208(ESP)+t285(-100)]:I_32 > 238B02B4 I70: (ID:s8(EFLGS):U_32) =MUL > s139(EDX):I_32,s292(EAX):I_32,t206(EDX):I_32 > 238B02B6 I325: MOV s140(EBX):I_32,s292(EAX):I_32 > 238B02B8 I324: (ID:s8(EFLGS):U_32) =XOR s292(EAX):I_32,s292(EAX):I_32 > 238B02BA I323: MOV t289(EDI):I_32,v217[v208(ESP)+t216(-24)]:I_32 > 238B02BE I73: (ID:s8(EFLGS):U_32) =MUL > s139(EDX):I_32,s292(EAX):I_32,t289(EDI):I_32 > 238B02C0 I74: (ID:s8(EFLGS):U_32) =ADD s140(EBX):I_32,s292(EAX):I_32 > 238B02C2 I322: MOV v19(EAX):I_32,t291[v208(ESP)+t290(-104)]:I_32 > DEADBEEF I75: (AD:s293(EAX):I_32) =CopyPseudoInst/MOV (AU:v19(EAX):I_32) > > 238B02C6 I76: (ID:s8(EFLGS):U_32) =MUL > s139(EDX):I_32,s293(EAX):I_32,t289(EDI):I_32 > 238B02C8 I321: MOV s286[v208(ESP)+t285(-100)]:I_32,s293(EAX):I_32 > 238B02CC I77: (ID:s8(EFLGS):U_32) =ADD s139(EDX):I_32,s140(EBX):I_32 > > Any comments? Thanks. > > Xiaoming >
