In most of cases, it has a single space after comma in assembly operands.
Reviewed By: craig.topper
Differential Revision: https://reviews.llvm.org/D103790
We aren't going to connect the result to anything so we might
as well avoid allocating a register.
Reviewed By: frasercrmck, HsiangKai
Differential Revision: https://reviews.llvm.org/D102031
This patch adds an additional emergency spill slot to RVV code. This is
required as RVV stack offsets may require an additional register to compute.
This patch includes an optimization by @HsiangKai <kai.wang@sifive.com>
to reduce the number of registers required for the computation of stack
offsets from 3 to 2. Otherwise we'd need two additional emergency spill
slots.
Reviewed By: HsiangKai
Differential Revision: https://reviews.llvm.org/D100574
This patch change the rvv frame layout that proposed in D94465. In patch D94465, In the eliminateFrameIndex function,
to eliminate the rvv frame index, create temp virtual register is needed. This virtual register should be scavenged by class
RegsiterScavenger. If the machine function has other unused registers, there is no problem. But if there isn't unused registers,
we need a emergency spill slot. Because of the emergency spill slot belongs to the scalar local variables field, to access emergency
spill slot, we need a temp virtual register again. This makes the compiler report the "Incomplete scavenging after 2nd pass" error.
So I change the rvv frame layout as follows:
```
|--------------------------------------|
| arguments passed on the stack |
|--------------------------------------|<--- fp
| callee saved registers |
|--------------------------------------|
| rvv vector objects(local variables |
| and outgoing arguments |
|--------------------------------------|
| realignment field |
|--------------------------------------|
| scalar local variable(also contains|
| emergency spill slot) |
|--------------------------------------|<--- bp
| variable-sized local variables |
|--------------------------------------|<--- sp
```
Differential Revision: https://reviews.llvm.org/D97111
This patch proposes how to deal with RISC-V vector frame objects. The
layout of RISC-V vector frame will look like
|---------------------------------|
| scalar callee-saved registers |
|---------------------------------|
| scalar local variables |
|---------------------------------|
| scalar outgoing arguments |
|---------------------------------|
| RVV local variables && |
| RVV outgoing arguments |
|---------------------------------| <- end of frame (sp)
If there is realignment or variable length array in the stack, we will use
frame pointer to access fixed objects and stack pointer to access
non-fixed objects.
|---------------------------------| <- frame pointer (fp)
| scalar callee-saved registers |
|---------------------------------|
| scalar local variables |
|---------------------------------|
| ///// realignment ///// |
|---------------------------------|
| scalar outgoing arguments |
|---------------------------------|
| RVV local variables && |
| RVV outgoing arguments |
|---------------------------------| <- end of frame (sp)
If there are both realignment and variable length array in the stack, we
will use frame pointer to access fixed objects and base pointer to access
non-fixed objects.
|---------------------------------| <- frame pointer (fp)
| scalar callee-saved registers |
|---------------------------------|
| scalar local variables |
|---------------------------------|
| ///// realignment ///// |
|---------------------------------| <- base pointer (bp)
| RVV local variables && |
| RVV outgoing arguments |
|---------------------------------|
| /////////////////////////////// |
| variable length array |
| /////////////////////////////// |
|---------------------------------| <- end of frame (sp)
| scalar outgoing arguments |
|---------------------------------|
In this version, we do not save the addresses of RVV objects in the
stack. We access them directly through the polynomial expression
(a x VLENB + b). We do not reserve frame pointer when there is any RVV
object in the stack. So, we also access the scalar frame objects through the
polynomial expression (a x VLENB + b) if the access across RVV stack
area.
Differential Revision: https://reviews.llvm.org/D94465
Jim Lin