[HARDWARE][POWER] optimize math functions of VSX power (#47321)

Signed-off-by: Akash Kaothalkar <[email protected]>
Signed-off-by: Akash Kaothalkar <[email protected]>
Signed-off-by: Akash kaothalkar <[email protected]>
Signed-off-by: Rukhaiya <[email protected]>
Co-authored-by: Akash Kaothalkar <[email protected]>
Co-authored-by: Akash Kaothalkar <[email protected]>
This commit is contained in:
Rukhaiya2004
2026-07-07 09:35:47 +00:00
committed by GitHub
co-authored by Akash Kaothalkar Akash Kaothalkar
parent c5b66233b2
commit c85d72076a
5 changed files with 154 additions and 54 deletions
-2
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@@ -323,8 +323,6 @@ class AttentionImpl<ISA::VSX, scalar_t, head_dim> {
const int64_t num_blocks_stride, const int64_t cache_head_num_stride,
const int64_t block_size, const int64_t block_size_stride,
const float k_inv = 0.0f, const float v_inv = 0.0f) {
// k_inv and v_inv are unused on VSX: FP8 KV cache is not supported on
// PowerPC. The parameters are present to match the common interface.
#pragma omp parallel for collapse(2)
for (int64_t token_idx = 0; token_idx < token_num; ++token_idx) {
for (int64_t head_idx = 0; head_idx < head_num; ++head_idx) {
+2 -2
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@@ -4,7 +4,7 @@
#if defined(__x86_64__)
// x86 implementation
#include "cpu_types_x86.hpp"
#elif defined(__POWER9_VECTOR__)
#elif defined(__powerpc__)
// ppc implementation
#include "cpu_types_vsx.hpp"
#elif defined(__s390x__)
@@ -41,4 +41,4 @@ inline int get_max_threads() {
}
} // namespace cpu_utils
#endif
#endif
+120 -40
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@@ -344,53 +344,133 @@ struct FP32Vec8 : public Vec<FP32Vec8> {
return result;
}
FP32Vec8 exp() const {
// TODO: Vectorize this
AliasReg ar;
ar.reg = reg;
f32x4x4_t ret;
ret.val[0][0] = std::exp(ar.values[0]);
ret.val[0][1] = std::exp(ar.values[1]);
ret.val[0][2] = std::exp(ar.values[2]);
ret.val[0][3] = std::exp(ar.values[3]);
ret.val[1][0] = std::exp(ar.values[4]);
ret.val[1][1] = std::exp(ar.values[5]);
ret.val[1][2] = std::exp(ar.values[6]);
ret.val[1][3] = std::exp(ar.values[7]);
return FP32Vec8(f32x4x2_t({ret.val[0], ret.val[1]}));
f32x4x2_t out;
const __vector float log2e = vec_splats(1.44269504088896341f);
const __vector float one = vec_splats(1.0f);
const __vector float min_x = vec_splats(-87.3f);
const __vector float max_x = vec_splats(88.7f);
// 5th-degree minimax polynomial for 2^r (r in [0,1))
const __vector float c1 = vec_splats(0.6931471805599453f);
const __vector float c2 = vec_splats(0.240226506959101f);
const __vector float c3 = vec_splats(0.05550410866482158f);
const __vector float c4 = vec_splats(0.009618129107628477f);
const __vector float c5 = vec_splats(0.0013333558146428443f);
for (int i = 0; i < 2; i++) {
__vector float x = reg.val[i];
x = vec_max(x, min_x);
x = vec_min(x, max_x);
__vector float y = vec_mul(x, log2e);
__vector float kf = vec_floor(y);
__vector float r = vec_sub(y, kf);
// Convert float to signed integer. Use vec_cts for PowerPC AltiVec
// compatibility.
__vector signed int k = vec_cts(kf, 0);
const __vector signed int min_k = vec_splats((signed int)-126);
const __vector signed int max_k = vec_splats((signed int)127);
k = vec_min(vec_max(k, min_k), max_k);
// Build 2^k from exponent bits
__vector signed int exp_int = vec_add(k, vec_splats((signed int)127));
__vector unsigned int bits = (__vector unsigned int)exp_int;
bits = vec_sl(bits, vec_splats((unsigned int)23));
__vector float pow2k = (__vector float)bits;
// Improved minimax polynomial
__vector float poly = vec_madd(c5, r, c4);
poly = vec_madd(poly, r, c3);
poly = vec_madd(poly, r, c2);
poly = vec_madd(poly, r, c1);
poly = vec_madd(poly, r, one);
out.val[i] = vec_mul(pow2k, poly);
}
return FP32Vec8(out);
}
FP32Vec8 tanh() const {
// TODO: Vectorize this
AliasReg ar;
ar.reg = reg;
f32x4x4_t ret;
ret.val[0][0] = std::tanh(ar.values[0]);
ret.val[0][1] = std::tanh(ar.values[1]);
ret.val[0][2] = std::tanh(ar.values[2]);
ret.val[0][3] = std::tanh(ar.values[3]);
ret.val[1][0] = std::tanh(ar.values[4]);
ret.val[1][1] = std::tanh(ar.values[5]);
ret.val[1][2] = std::tanh(ar.values[6]);
ret.val[1][3] = std::tanh(ar.values[7]);
return FP32Vec8(f32x4x2_t({ret.val[0], ret.val[1]}));
const __vector float one = vec_splats(1.0f);
const __vector float two = vec_splats(2.0f);
const __vector float zero = vec_splats(0.0f);
const __vector float sat = vec_splats(9.0f);
f32x4x2_t out;
for (int i = 0; i < 2; i++) {
__vector float x = reg.val[i];
__vector float ax = vec_abs(x);
__vector bool int mask = vec_cmpge(x, zero);
__vector float sign = vec_sel(vec_splats(-1.0f), one, mask);
__vector bool int saturated = vec_cmpge(ax, sat);
__vector float two_x = vec_mul(x, two);
f32x4x2_t tmp;
tmp.val[0] = two_x;
tmp.val[1] = two_x;
FP32Vec8 temp_vec(tmp);
vector float e = temp_vec.exp().reg.val[0];
vector float num = vec_sub(e, one);
vector float den = vec_add(e, one);
vector float t = vec_div(num, den);
out.val[i] = vec_sel(t, sign, saturated);
}
return FP32Vec8(out);
}
FP32Vec8 er() const {
// TODO: Vectorize this
AliasReg ar;
ar.reg = reg;
f32x4x4_t ret;
ret.val[0][0] = std::erf(ar.values[0]);
ret.val[0][1] = std::erf(ar.values[1]);
ret.val[0][2] = std::erf(ar.values[2]);
ret.val[0][3] = std::erf(ar.values[3]);
ret.val[1][0] = std::erf(ar.values[4]);
ret.val[1][1] = std::erf(ar.values[5]);
ret.val[1][2] = std::erf(ar.values[6]);
ret.val[1][3] = std::erf(ar.values[7]);
return FP32Vec8(f32x4x2_t({ret.val[0], ret.val[1]}));
const vector float a1 = vec_splats(0.254829592f);
const vector float a2 = vec_splats(-0.284496736f);
const vector float a3 = vec_splats(1.421413741f);
const vector float a4 = vec_splats(-1.453152027f);
const vector float a5 = vec_splats(1.061405429f);
const vector float p = vec_splats(0.3275911f);
const vector float one = vec_splats(1.0f);
const vector float zero = vec_splats(0.0f);
const vector float sat = vec_splats(6.0f);
f32x4x2_t ret;
for (int i = 0; i < 2; i++) {
vector float x = reg.val[i];
vector float ax = vec_abs(x);
vector bool int mask = vec_cmpge(x, zero);
vector float sign = vec_sel(vec_splats(-1.0f), one, mask);
vector bool int saturated = vec_cmpge(ax, sat);
vector float t = vec_div(one, vec_madd(p, ax, one));
vector float poly = a5;
poly = vec_madd(poly, t, a4);
poly = vec_madd(poly, t, a3);
poly = vec_madd(poly, t, a2);
poly = vec_madd(poly, t, a1);
poly = vec_mul(poly, t);
vector float x_squared = vec_mul(x, x);
vector float neg_x_squared = vec_mul(vec_splats(-1.0f), x_squared);
f32x4x2_t tmp;
tmp.val[0] = neg_x_squared;
tmp.val[1] = neg_x_squared;
FP32Vec8 exp_input(tmp);
vector float exp_term = exp_input.exp().reg.val[0];
vector float y = vec_nmsub(poly, exp_term, one);
vector float erf_val = vec_mul(sign, y);
ret.val[i] = vec_sel(erf_val, sign, saturated);
}
return FP32Vec8(ret);
}
FP32Vec8 operator*(const FP32Vec8& b) const {
+2 -2
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@@ -76,14 +76,14 @@ inline int64_t get_available_l2_size() {
if (l2_cache_size == 0) {
l2_cache_size = 256 * 1024;
}
return static_cast<int64_t>(l2_cache_size) >> 1; // use 50% of L2 cache
return static_cast<int64_t>(l2_cache_size) >> 1;
}();
return size;
#else
static int64_t size = []() {
auto caps = at::cpu::get_cpu_capabilities();
const uint32_t l2_cache_size = caps.at("l2_cache_size").toInt();
return l2_cache_size >> 1; // use 50% of L2 cache
return l2_cache_size >> 1;
}();
return size;
#endif
+30 -8
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@@ -129,10 +129,12 @@ class SiluAndMul(CustomOp):
def __init__(self, *, compile_native: bool = True):
super().__init__(compile_native=compile_native)
if current_platform.is_cuda_alike() or current_platform.is_xpu():
if (
current_platform.is_cuda_alike()
or current_platform.is_cpu()
or current_platform.is_xpu()
):
self.op = torch.ops._C.silu_and_mul
elif current_platform.is_cpu():
self._forward_method = self.forward_native
@staticmethod
def forward_native(x: torch.Tensor) -> torch.Tensor:
@@ -150,6 +152,11 @@ class SiluAndMul(CustomOp):
def forward_xpu(self, x: torch.Tensor) -> torch.Tensor:
return self.forward_cuda(x)
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if current_platform.get_cpu_architecture() == CpuArchEnum.POWERPC:
return self.forward_cuda(x)
return self.forward_native(x)
@CustomOp.register("silu_and_mul_with_clamp")
class SiluAndMulWithClamp(CustomOp):
@@ -417,14 +424,14 @@ class GeluAndMul(CustomOp):
self.op(out, x)
return out
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if self.op:
return self.forward_cuda(x)
return self.native(x)
def forward_xpu(self, x: torch.Tensor) -> torch.Tensor:
return self.forward_cuda(x)
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if current_platform.get_cpu_architecture() == CpuArchEnum.POWERPC:
return self.forward_cuda(x)
return self.forward_native(x)
def extra_repr(self) -> str:
return f"approximate={repr(self.approximate)}"
@@ -526,6 +533,11 @@ class NewGELU(CustomOp):
def forward_xpu(self, x: torch.Tensor) -> torch.Tensor:
return self.forward_cuda(x)
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if current_platform.get_cpu_architecture() == CpuArchEnum.POWERPC:
return self.forward_cuda(x)
return self.forward_native(x)
# --8<-- [start:gelu_fast]
@CustomOp.register("gelu_fast")
@@ -553,6 +565,11 @@ class FastGELU(CustomOp):
def forward_xpu(self, x: torch.Tensor) -> torch.Tensor:
return self.forward_cuda(x)
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if current_platform.get_cpu_architecture() == CpuArchEnum.POWERPC:
return self.forward_cuda(x)
return self.forward_native(x)
# --8<-- [start:quick_gelu]
@CustomOp.register("quick_gelu")
@@ -581,6 +598,11 @@ class QuickGELU(CustomOp):
def forward_xpu(self, x: torch.Tensor) -> torch.Tensor:
return self.forward_cuda(x)
def forward_cpu(self, x: torch.Tensor) -> torch.Tensor:
if current_platform.get_cpu_architecture() == CpuArchEnum.POWERPC:
return self.forward_cuda(x)
return self.forward_native(x)
# --8<-- [start:relu2]
@CustomOp.register("relu2")