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11716a8b
编写于
1月 21, 2020
作者:
Z
zhupengyang
提交者:
GitHub
1月 21, 2020
浏览文件
操作
浏览文件
下载
电子邮件补丁
差异文件
[NPU] matmul op bridge and ut (#2790)
上级
109b73c8
变更
5
隐藏空白更改
内联
并排
Showing
5 changed file
with
357 addition
and
216 deletion
+357
-216
lite/kernels/npu/bridges/CMakeLists.txt
lite/kernels/npu/bridges/CMakeLists.txt
+2
-0
lite/kernels/npu/bridges/matmul_op.cc
lite/kernels/npu/bridges/matmul_op.cc
+138
-0
lite/kernels/npu/bridges/paddle_use_bridges.h
lite/kernels/npu/bridges/paddle_use_bridges.h
+1
-0
lite/kernels/npu/bridges/utility.h
lite/kernels/npu/bridges/utility.h
+24
-0
lite/tests/kernels/matmul_compute_test.cc
lite/tests/kernels/matmul_compute_test.cc
+192
-216
未找到文件。
lite/kernels/npu/bridges/CMakeLists.txt
浏览文件 @
11716a8b
...
@@ -20,6 +20,7 @@ set(npu_subgraph_bridge_deps subgraph_bridge_registry subgraph_bridge_utility_np
...
@@ -20,6 +20,7 @@ set(npu_subgraph_bridge_deps subgraph_bridge_registry subgraph_bridge_utility_np
lite_cc_library
(
subgraph_bridge_fc_op_npu SRCS fc_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_fc_op_npu SRCS fc_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_conv_op_npu SRCS conv_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_conv_op_npu SRCS conv_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_matmul_op_npu SRCS matmul_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_mul_op_npu SRCS mul_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_mul_op_npu SRCS mul_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_act_op_npu SRCS act_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_act_op_npu SRCS act_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_scale_op_npu SRCS scale_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
lite_cc_library
(
subgraph_bridge_scale_op_npu SRCS scale_op.cc DEPS
${
npu_subgraph_bridge_deps
}
)
...
@@ -50,6 +51,7 @@ set(npu_subgraph_bridges
...
@@ -50,6 +51,7 @@ set(npu_subgraph_bridges
subgraph_bridge_graph_npu
subgraph_bridge_graph_npu
subgraph_bridge_fc_op_npu
subgraph_bridge_fc_op_npu
subgraph_bridge_conv_op_npu
subgraph_bridge_conv_op_npu
subgraph_bridge_matmul_op_npu
subgraph_bridge_mul_op_npu
subgraph_bridge_mul_op_npu
subgraph_bridge_act_op_npu
subgraph_bridge_act_op_npu
subgraph_bridge_scale_op_npu
subgraph_bridge_scale_op_npu
...
...
lite/kernels/npu/bridges/matmul_op.cc
0 → 100644
浏览文件 @
11716a8b
// Copyright (c) 2019 PaddlePaddle Authors. All Rights Reserved.
//
// Licensed under the Apache License, Version 2.0 (the "License");
// you may not use this file except in compliance with the License.
// You may obtain a copy of the License at
//
// http://www.apache.org/licenses/LICENSE-2.0
//
// Unless required by applicable law or agreed to in writing, software
// distributed under the License is distributed on an "AS IS" BASIS,
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
// See the License for the specific language governing permissions and
// limitations under the License.
#include "lite/kernels/npu/bridges/graph.h"
#include "lite/kernels/npu/bridges/registry.h"
#include "lite/kernels/npu/bridges/utility.h"
namespace
paddle
{
namespace
lite
{
namespace
subgraph
{
namespace
npu
{
int
MatMulConverter
(
void
*
ctx
,
OpLite
*
op
,
KernelBase
*
kernel
)
{
CHECK
(
ctx
!=
nullptr
);
CHECK
(
op
!=
nullptr
);
auto
graph
=
static_cast
<
Graph
*>
(
ctx
);
auto
op_info
=
op
->
op_info
();
auto
op_type
=
op_info
->
Type
();
auto
scope
=
op
->
scope
();
VLOG
(
3
)
<<
"[NPU] Converting "
+
op_type
+
"..."
;
// Get input and output vars and op attributes
auto
x_name
=
op_info
->
Input
(
"X"
).
front
();
auto
x_type
=
kernel
->
GetInputDeclType
(
"X"
);
CHECK
(
x_type
->
precision
()
==
PRECISION
(
kFloat
));
CHECK
(
x_type
->
layout
()
==
DATALAYOUT
(
kNCHW
));
auto
x
=
scope
->
FindMutableTensor
(
x_name
);
auto
x_dims
=
x
->
dims
();
auto
y_name
=
op_info
->
Input
(
"Y"
).
front
();
auto
y_type
=
kernel
->
GetInputDeclType
(
"Y"
);
CHECK
(
y_type
->
precision
()
==
PRECISION
(
kFloat
));
CHECK
(
y_type
->
layout
()
==
DATALAYOUT
(
kNCHW
));
auto
y
=
scope
->
FindMutableTensor
(
y_name
);
auto
y_dims
=
y
->
dims
();
if
(
x_dims
.
size
()
==
1
||
x_dims
.
size
()
!=
y_dims
.
size
())
{
LOG
(
WARNING
)
<<
"[NPU] dims size of x and y must be same and greater than 1."
;
return
FAILED
;
}
if
(
x_dims
.
size
()
>
2
&&
x_dims
.
count
(
0
,
x_dims
.
size
()
-
2
)
!=
y_dims
.
count
(
0
,
y_dims
.
size
()
-
2
))
{
LOG
(
WARNING
)
<<
"[NPU] batched matmul only support the same batch size"
;
return
FAILED
;
}
auto
out_name
=
op_info
->
Output
(
"Out"
).
front
();
auto
out_type
=
kernel
->
GetOutputDeclType
(
"Out"
);
CHECK
(
out_type
->
precision
()
==
PRECISION
(
kFloat
));
CHECK
(
out_type
->
layout
()
==
DATALAYOUT
(
kNCHW
));
auto
out
=
scope
->
FindMutableTensor
(
out_name
);
auto
out_dims
=
out
->
dims
();
bool
transpose_x
=
op_info
->
GetAttr
<
bool
>
(
"transpose_X"
);
if
(
x_dims
.
size
()
>
2
&&
transpose_x
)
{
LOG
(
WARNING
)
<<
"[NPU] not support transpose_x == true if x_dims size "
"greater than 2."
;
return
FAILED
;
}
bool
transpose_y
=
op_info
->
GetAttr
<
bool
>
(
"transpose_Y"
);
float
alpha
=
op_info
->
GetAttr
<
float
>
(
"alpha"
);
std
::
shared_ptr
<
Node
>
x_node
=
nullptr
;
if
(
graph
->
Has
(
x_name
))
{
x_node
=
graph
->
Get
(
x_name
);
}
else
{
x_node
=
graph
->
Add
(
x_name
,
*
x
);
}
// Y node which only supports 2-D persistable tensor
std
::
shared_ptr
<
Node
>
y_node
=
nullptr
;
if
(
graph
->
Has
(
y_name
))
{
y_node
=
graph
->
Get
(
y_name
);
}
else
{
y_node
=
graph
->
Add
(
y_name
,
*
y
);
}
// Matmul node
std
::
shared_ptr
<
Node
>
matmul_node
=
nullptr
;
if
(
x_dims
.
size
()
==
2
)
{
matmul_node
=
graph
->
Add
<
ge
::
op
::
MatMul
>
(
out_name
);
auto
matmul_op
=
matmul_node
->
data
<
ge
::
op
::
MatMul
>
();
matmul_op
->
set_input_x1
(
*
x_node
->
data
());
matmul_op
->
set_input_x2
(
*
y_node
->
data
());
matmul_op
->
set_attr_transpose_x1
(
transpose_x
);
matmul_op
->
set_attr_transpose_x2
(
transpose_y
);
}
else
{
matmul_node
=
graph
->
Add
<
ge
::
op
::
BatchMatMul
>
(
out_name
);
auto
matmul_op
=
matmul_node
->
data
<
ge
::
op
::
BatchMatMul
>
();
matmul_op
->
set_input_x
(
*
x_node
->
data
());
matmul_op
->
set_input_y
(
*
y_node
->
data
());
matmul_op
->
set_attr_adj_x
(
transpose_x
);
matmul_op
->
set_attr_adj_y
(
transpose_y
);
}
if
(
fabs
(
alpha
-
1.
f
)
>
1e-6
f
)
{
auto
scaled_out_node
=
graph
->
Add
<
ge
::
op
::
Scale
>
(
out_name
);
auto
scaled_out_op
=
scaled_out_node
->
data
<
ge
::
op
::
Scale
>
();
scaled_out_op
->
set_input_x
(
*
matmul_node
->
data
());
scaled_out_op
->
set_attr_axis
(
1
);
std
::
vector
<
int64_t
>
scale_bias_shape
(
4
,
1
);
if
(
out_dims
.
size
()
<
4
)
{
scale_bias_shape
[
1
]
=
out_dims
[
0
];
}
else
if
(
out_dims
.
size
()
==
4
)
{
scale_bias_shape
[
1
]
=
out_dims
[
1
];
}
else
{
LOG
(
WARNING
)
<<
"[NPU] not support out dims size greater than 4."
;
return
FAILED
;
}
auto
filter_node
=
graph
->
Add
(
out_name
+
"/filter"
,
alpha
,
scale_bias_shape
);
scaled_out_op
->
set_input_filter
(
*
filter_node
->
data
());
}
return
REBUILD_WHEN_SHAPE_CHANGED
;
}
}
// namespace npu
}
// namespace subgraph
}
// namespace lite
}
// namespace paddle
REGISTER_SUBGRAPH_BRIDGE
(
matmul
,
kNPU
,
paddle
::
lite
::
subgraph
::
npu
::
MatMulConverter
);
lite/kernels/npu/bridges/paddle_use_bridges.h
浏览文件 @
11716a8b
...
@@ -41,6 +41,7 @@ USE_SUBGRAPH_BRIDGE(fusion_elementwise_div_activation, kNPU);
...
@@ -41,6 +41,7 @@ USE_SUBGRAPH_BRIDGE(fusion_elementwise_div_activation, kNPU);
USE_SUBGRAPH_BRIDGE
(
fc
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
fc
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
bilinear_interp
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
bilinear_interp
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
nearest_interp
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
nearest_interp
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
matmul
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
mul
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
mul
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
pad2d
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
pad2d
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
pool2d
,
kNPU
);
USE_SUBGRAPH_BRIDGE
(
pool2d
,
kNPU
);
...
...
lite/kernels/npu/bridges/utility.h
浏览文件 @
11716a8b
...
@@ -94,6 +94,30 @@ REG_OP(Pad)
...
@@ -94,6 +94,30 @@ REG_OP(Pad)
.
ATTR
(
epsilon
,
AttrValue
::
FLOAT
{
1e-7
f
})
.
ATTR
(
epsilon
,
AttrValue
::
FLOAT
{
1e-7
f
})
.
OP_END
()
.
OP_END
()
/*
* Multiplies slices of two tensors in batches.
* <Input>
* x : The input tensor
* y : The input tensor
* <Output>
* z : The output tensor
* <Attr>
* adj_x : adj_x is true, the input tensor x is transposed, otherwise
* it will not be transposed. Default is false (The current version only
* supports false).
* adj_y : adj_y is true, the input tensor y is transposed, otherwise
* it will not be transposed. Default is false.
* <Added in HiAI version>
* 100.320.010.010
*/
REG_OP
(
BatchMatMul
)
.
INPUT
(
x
,
TensorType
({
DT_FLOAT
}))
.
INPUT
(
y
,
TensorType
({
DT_FLOAT
}))
.
OUTPUT
(
z
,
TensorType
({
DT_FLOAT
}))
.
ATTR
(
adj_x
,
AttrValue
::
BOOL
{
false
})
.
ATTR
(
adj_y
,
AttrValue
::
BOOL
{
false
})
.
OP_END
()
}
// namespace ge
}
// namespace ge
namespace
paddle
{
namespace
paddle
{
...
...
lite/tests/kernels/matmul_compute_test.cc
浏览文件 @
11716a8b
...
@@ -16,6 +16,7 @@
...
@@ -16,6 +16,7 @@
#include "lite/api/paddle_use_kernels.h"
#include "lite/api/paddle_use_kernels.h"
#include "lite/api/paddle_use_ops.h"
#include "lite/api/paddle_use_ops.h"
#include "lite/core/arena/framework.h"
#include "lite/core/arena/framework.h"
#include "lite/tests/utils/fill_data.h"
namespace
paddle
{
namespace
paddle
{
namespace
lite
{
namespace
lite
{
...
@@ -120,27 +121,27 @@ class MatMulComputeTester : public arena::TestCase {
...
@@ -120,27 +121,27 @@ class MatMulComputeTester : public arena::TestCase {
// common attributes for this op.
// common attributes for this op.
std
::
string
x_
=
"X"
;
std
::
string
x_
=
"X"
;
std
::
string
y_
=
"Y"
;
std
::
string
y_
=
"Y"
;
bool
x_transpose_
;
bool
y_transpose_
;
float
alpha_
;
std
::
string
out_
=
"Out"
;
std
::
string
out_
=
"Out"
;
DDim
x_dims_
;
DDim
x_dims_
;
DDim
y_dims_
;
DDim
y_dims_
;
bool
x_transpose_
;
bool
y_transpose_
;
float
alpha_
;
public:
public:
MatMulComputeTester
(
const
Place
&
place
,
MatMulComputeTester
(
const
Place
&
place
,
const
std
::
string
&
alias
,
const
std
::
string
&
alias
,
bool
x_transpose
,
bool
y_transpose
,
float
alpha
,
const
DDim
&
x_dims
,
const
DDim
&
x_dims
,
const
DDim
&
y_dims
)
const
DDim
&
y_dims
,
bool
x_transpose
=
false
,
bool
y_transpose
=
false
,
float
alpha
=
1.
f
)
:
TestCase
(
place
,
alias
),
:
TestCase
(
place
,
alias
),
x_dims_
(
x_dims
),
y_dims_
(
y_dims
),
x_transpose_
(
x_transpose
),
x_transpose_
(
x_transpose
),
y_transpose_
(
y_transpose
),
y_transpose_
(
y_transpose
),
alpha_
(
alpha
),
alpha_
(
alpha
)
{}
x_dims_
(
x_dims
),
y_dims_
(
y_dims
)
{}
void
RunBaseline
(
Scope
*
scope
)
override
{
void
RunBaseline
(
Scope
*
scope
)
override
{
auto
*
x
=
scope
->
FindTensor
(
x_
);
auto
*
x
=
scope
->
FindTensor
(
x_
);
...
@@ -295,215 +296,166 @@ class MatMulComputeTester : public arena::TestCase {
...
@@ -295,215 +296,166 @@ class MatMulComputeTester : public arena::TestCase {
}
}
void
PrepareData
()
override
{
void
PrepareData
()
override
{
std
::
vector
<
float
>
x_data
(
x_dims_
.
production
());
std
::
vector
<
float
>
x
(
x_dims_
.
production
());
std
::
vector
<
float
>
y_data
(
y_dims_
.
production
());
fill_data_rand
(
x
.
data
(),
-
1.
f
,
1.
f
,
x_dims_
.
production
());
SetCommonTensor
(
x_
,
x_dims_
,
x
.
data
());
for
(
int
i
=
0
;
i
<
x_dims_
.
production
();
++
i
)
{
std
::
vector
<
float
>
y
(
y_dims_
.
production
());
x_data
[
i
]
=
1
;
// i * 1.1;
fill_data_rand
(
y
.
data
(),
-
1.
f
,
1.
f
,
y_dims_
.
production
());
}
SetCommonTensor
(
y_
,
y_dims_
,
y
.
data
(),
{},
true
);
for
(
int
i
=
0
;
i
<
y_dims_
.
production
();
++
i
)
{
y_data
[
i
]
=
1
;
// i * 0.9;
}
SetCommonTensor
(
x_
,
x_dims_
,
x_data
.
data
());
SetCommonTensor
(
y_
,
y_dims_
,
y_data
.
data
());
}
}
};
};
void
test_matmul2x2_no_transform
(
Place
place
)
{
void
test_matmul_helper
(
Place
place
,
for
(
int
m
:
{
1
,
2
,
4
,
8
})
{
float
abs_error
,
for
(
int
k
:
{
1
,
3
,
5
})
{
std
::
vector
<
int64_t
>
x_dims
,
for
(
int
n
:
{
1
,
2
,
4
,
6
})
{
std
::
vector
<
int64_t
>
y_dims
,
bool
x_transpose
,
bool
y_transpose
,
float
alpha
)
{
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
DDim
(
x_dims
),
DDim
(
y_dims
),
x_transpose
,
y_transpose
,
alpha
));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
abs_error
);
arena
.
TestPrecision
();
}
void
test_matmul2x2
(
Place
place
,
float
abs_error
)
{
for
(
int64_t
m
:
{
1
,
2
,
8
})
{
for
(
int64_t
k
:
{
1
,
3
,
5
})
{
for
(
int64_t
n
:
{
1
,
4
,
6
})
{
for
(
float
alpha
:
{
1.
,
2.
})
{
for
(
float
alpha
:
{
1.
,
2.
})
{
bool
x_transform
=
false
;
test_matmul_helper
(
bool
y_transform
=
false
;
place
,
abs_error
,
{
m
,
k
},
{
k
,
n
},
false
,
false
,
alpha
);
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
x_transform
,
y_transform
,
alpha
,
DDim
({
m
,
k
}),
DDim
({
k
,
n
})));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
5e-4
);
arena
.
TestPrecision
();
}
}
}
}
}
}
}
}
}
}
void
test_matmul2x2_x_transpose
(
Place
place
)
{
void
test_matmul2x2_xtranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
}),
DDim
({
2
,
5
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
2
}),
DDim
({
2
,
1
})});
test_matmul_helper
(
place
,
abs_error
,
{
3
,
4
},
{
3
,
2
},
true
,
false
,
alpha
);
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
test_matmul_helper
(
place
,
abs_error
,
{
2
,
5
},
{
2
,
1
},
true
,
false
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
true
,
false
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmul2x2_y_transpose
(
Place
place
)
{
void
test_matmul2x2_ytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
5
,
2
}),
DDim
({
2
,
5
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
2
}),
DDim
({
1
,
5
})});
test_matmul_helper
(
place
,
abs_error
,
{
5
,
2
},
{
3
,
2
},
false
,
true
,
alpha
);
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
test_matmul_helper
(
place
,
abs_error
,
{
2
,
5
},
{
1
,
5
},
false
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
false
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmul2x2_transpose
(
Place
place
)
{
void
test_matmul2x2_xytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
6
,
2
}),
DDim
({
5
,
3
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
6
}),
DDim
({
1
,
5
})});
test_matmul_helper
(
place
,
abs_error
,
{
6
,
2
},
{
3
,
6
},
true
,
true
,
alpha
);
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
test_matmul_helper
(
place
,
abs_error
,
{
5
,
3
},
{
1
,
5
},
true
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
true
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
5e-5
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmul1x1_no_transpose
(
Place
place
)
{
void
test_matmul1x1
(
Place
place
,
float
abs_error
)
{
DDim
x_dim
({
3
});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
DDim
y_dim
({
3
});
test_matmul_helper
(
place
,
abs_error
,
{
3
},
{
3
},
false
,
false
,
alpha
);
float
alpha
=
1.5
f
;
}
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
false
,
false
,
alpha
,
x_dim
,
y_dim
));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
void
test_matmul1x1_transpose
(
Place
place
)
{
DDim
x_dim
({
3
});
DDim
y_dim
({
5
});
float
alpha
=
1.5
f
;
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
true
,
true
,
alpha
,
x_dim
,
y_dim
));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
}
void
test_matmul_nx1
(
Place
place
)
{
void
test_matmul1x1_xytranspose
(
Place
place
,
float
abs_error
)
{
DDim
x_dim
({
3
,
4
,
2
,
5
});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
DDim
y_dim
({
5
});
test_matmul_helper
(
place
,
abs_error
,
{
3
},
{
5
},
true
,
true
,
alpha
);
float
alpha
=
1.5
f
;
}
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
"def"
,
false
,
false
,
alpha
,
x_dim
,
y_dim
));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
}
void
test_matmul_nx2_1
(
Place
place
)
{
void
test_matmulnx1
(
Place
place
,
float
abs_error
)
{
DDim
x_dim
({
1
,
2
,
2
,
3
});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
DDim
y_dim
({
3
,
1
});
test_matmul_helper
(
float
alpha
=
1.
f
;
place
,
abs_error
,
{
3
,
4
,
2
,
5
},
{
5
},
false
,
false
,
alpha
);
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
}
new
MatMulComputeTester
(
place
,
"def"
,
false
,
false
,
alpha
,
x_dim
,
y_dim
));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
arena
.
TestPrecision
();
}
}
void
test_matmul_nx2_2
(
Place
place
)
{
void
test_matmulnx2
(
Place
place
,
float
abs_error
)
{
DDim
x_dim
({
1
,
2
,
2
,
3
});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
DDim
y_dim
({
3
,
3
});
test_matmul_helper
(
float
alpha
=
1.5
f
;
place
,
abs_error
,
{
1
,
2
,
2
,
3
},
{
3
,
1
},
false
,
false
,
alpha
);
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
test_matmul_helper
(
new
MatMulComputeTester
(
place
,
"def"
,
false
,
false
,
alpha
,
x_dim
,
y_dim
));
place
,
abs_error
,
{
1
,
2
,
2
,
3
},
{
3
,
4
},
false
,
false
,
alpha
);
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-5
);
}
arena
.
TestPrecision
();
}
}
void
test_matmulnx2_x_transpose
(
Place
place
)
{
void
test_matmulnx2_xtranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
5
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
6
,
2
}),
DDim
({
5
,
1
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
6
,
2
},
{
6
,
2
},
true
,
false
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
3
,
5
,
2
},
{
5
,
1
},
true
,
false
,
alpha
);
place
,
"def"
,
true
,
false
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
2e-4
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmulnx2_y_transpose
(
Place
place
)
{
void
test_matmulnx2_ytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
5
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
6
,
2
}),
DDim
({
1
,
2
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
6
,
2
},
{
5
,
2
},
false
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
3
,
5
,
2
},
{
1
,
2
},
false
,
true
,
alpha
);
place
,
"def"
,
false
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
5e-5
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmulnx2_transpose
(
Place
place
)
{
void
test_matmulnx2_xytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
4
,
3
}),
DDim
({
5
,
3
,
3
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
2
,
4
}),
DDim
({
1
,
3
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
4
,
3
},
{
2
,
4
},
true
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
3
,
3
,
2
},
{
1
,
3
},
true
,
true
,
alpha
);
place
,
"def"
,
true
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
5e-5
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmul_nxn
(
Place
place
)
{
void
test_matmulnxn
(
Place
place
,
float
abs_error
)
{
DDim
x_dim
({
3
,
4
,
2
,
5
});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
DDim
y_dim
({
3
,
4
,
5
,
2
});
test_matmul_helper
(
float
alpha
=
1.5
f
;
place
,
abs_error
,
{
3
,
4
,
6
,
2
},
{
3
,
4
,
2
,
5
},
false
,
false
,
alpha
);
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
test_matmul_helper
(
new
MatMulComputeTester
(
place
,
"def"
,
false
,
false
,
alpha
,
x_dim
,
y_dim
));
place
,
abs_error
,
{
5
,
3
,
4
},
{
5
,
4
,
6
},
false
,
false
,
alpha
);
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
1e-3
);
}
arena
.
TestPrecision
();
}
}
void
test_matmulnxn_x_transpose
(
Place
place
)
{
void
test_matmulnxn_xtranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
5
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
5
,
1
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
2
,
6
},
{
3
,
4
,
2
,
5
},
true
,
false
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
4
,
2
},
{
5
,
4
,
6
},
true
,
false
,
alpha
);
place
,
"def"
,
true
,
false
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
1e-3
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmulnxn_y_transpose
(
Place
place
)
{
void
test_matmulnxn_ytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
5
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
4
,
6
,
2
}),
DDim
({
5
,
3
,
1
,
2
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
6
,
2
},
{
3
,
4
,
5
,
2
},
false
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
3
,
4
},
{
5
,
6
,
4
},
false
,
true
,
alpha
);
place
,
"def"
,
false
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
1e-3
);
arena
.
TestPrecision
();
}
}
}
}
void
test_matmulnxn_transpose
(
Place
place
)
{
void
test_matmulnxn_xytranspose
(
Place
place
,
float
abs_error
)
{
std
::
vector
<
DDim
>
x_dims
({
DDim
({
3
,
4
,
4
,
3
}),
DDim
({
5
,
3
,
3
,
2
})});
for
(
float
alpha
:
{
1.
f
,
2.
f
})
{
std
::
vector
<
DDim
>
y_dims
({
DDim
({
3
,
4
,
2
,
4
}),
DDim
({
5
,
3
,
1
,
3
})});
test_matmul_helper
(
std
::
vector
<
float
>
alphas
({
1.
f
,
2.
f
});
place
,
abs_error
,
{
3
,
4
,
2
,
6
},
{
3
,
4
,
5
,
2
},
true
,
true
,
alpha
);
for
(
int
i
=
0
;
i
<
x_dims
.
size
();
++
i
)
{
test_matmul_helper
(
std
::
unique_ptr
<
arena
::
TestCase
>
tester
(
new
MatMulComputeTester
(
place
,
abs_error
,
{
5
,
4
,
3
},
{
5
,
6
,
4
},
true
,
true
,
alpha
);
place
,
"def"
,
true
,
true
,
alphas
[
i
],
x_dims
[
i
],
y_dims
[
i
]));
arena
::
Arena
arena
(
std
::
move
(
tester
),
place
,
1e-3
);
arena
.
TestPrecision
();
}
}
}
}
TEST
(
Matmul2x2
,
precision
)
{
TEST
(
Matmul2x2
,
precision
)
{
Place
place
;
Place
place
;
#if defined(LITE_WITH_ARM)
float
abs_error
=
2e-5
;
#if defined(LITE_WITH_NPU)
place
=
TARGET
(
kNPU
);
abs_error
=
1e-2
;
// use fp16 in npu
#elif defined(LITE_WITH_ARM)
place
=
TARGET
(
kARM
);
place
=
TARGET
(
kARM
);
#elif defined(LITE_WITH_XPU)
#elif defined(LITE_WITH_XPU)
place
=
TARGET
(
kXPU
);
place
=
TARGET
(
kXPU
);
...
@@ -511,22 +463,31 @@ TEST(Matmul2x2, precision) {
...
@@ -511,22 +463,31 @@ TEST(Matmul2x2, precision) {
return
;
return
;
#endif
#endif
test_matmul2x2
_no_transform
(
place
);
test_matmul2x2
(
place
,
abs_error
);
}
}
TEST
(
Matmul2x2_x_transpose
,
precision
)
{
TEST
(
Matmul2x2_x_transpose
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
));
float
abs_error
=
2e-5
;
#endif
#if defined(LITE_WITH_NPU)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kNPU
);
Place
place
(
TARGET
(
kARM
));
abs_error
=
1e-2
;
// use fp16 in npu
test_matmul2x2_x_transpose
(
place
);
#elif defined(LITE_WITH_ARM)
place
=
TARGET
(
kARM
);
#else
return
;
#endif
#endif
test_matmul2x2_xtranspose
(
place
,
abs_error
);
}
}
TEST
(
Matmul2x2_y_transpose
,
precision
)
{
TEST
(
Matmul2x2_y_transpose
,
precision
)
{
Place
place
;
Place
place
;
#if defined(LITE_WITH_ARM)
float
abs_error
=
2e-5
;
#if defined(LITE_WITH_NPU)
place
=
TARGET
(
kNPU
);
abs_error
=
1e-2
;
// use fp16 in npu
#elif defined(LITE_WITH_ARM)
place
=
TARGET
(
kARM
);
place
=
TARGET
(
kARM
);
#elif defined(LITE_WITH_XPU)
#elif defined(LITE_WITH_XPU)
place
=
TARGET
(
kXPU
);
place
=
TARGET
(
kXPU
);
...
@@ -534,65 +495,80 @@ TEST(Matmul2x2_y_transpose, precision) {
...
@@ -534,65 +495,80 @@ TEST(Matmul2x2_y_transpose, precision) {
return
;
return
;
#endif
#endif
test_matmul2x2_y
_transpose
(
place
);
test_matmul2x2_y
transpose
(
place
,
abs_error
);
}
}
TEST
(
Matmul2x2_transpose
,
precision
)
{
TEST
(
Matmul2x2_transpose
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
));
float
abs_error
=
2e-5
;
#endif
#if defined(LITE_WITH_NPU)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kNPU
);
Place
place
(
TARGET
(
kARM
));
abs_error
=
1e-2
;
// use fp16 in npu
test_matmul2x2_transpose
(
place
);
#elif defined(LITE_WITH_ARM)
place
=
TARGET
(
kARM
);
#else
return
;
#endif
#endif
test_matmul2x2_xytranspose
(
place
,
abs_error
);
}
}
TEST
(
Matmul1x1
,
precision
)
{
TEST
(
Matmul1x1
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
));
float
abs_error
=
2e-5
;
#endif
#if defined(LITE_WITH_ARM)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kARM
);
Place
place
(
TARGET
(
kARM
));
#else
test_matmul1x1_transpose
(
place
);
return
;
test_matmul1x1_no_transpose
(
place
);
#endif
#endif
test_matmul1x1
(
place
,
abs_error
);
test_matmul1x1_xytranspose
(
place
,
abs_error
);
}
}
TEST
(
Matmulnx1
,
precision
)
{
TEST
(
Matmulnx1
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
))
;
float
abs_error
=
2e-5
;
#
endif
#
if defined(LITE_WITH_ARM)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kARM
);
Place
place
(
TARGET
(
kARM
));
#else
test_matmul_nx1
(
place
)
;
return
;
#endif
#endif
test_matmulnx1
(
place
,
abs_error
);
}
}
TEST
(
Matmulnx2
,
precision
)
{
TEST
(
Matmulnx2
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
));
float
abs_error
=
2e-5
;
#endif
#if defined(LITE_WITH_ARM)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kARM
);
Place
place
(
TARGET
(
kARM
));
#else
test_matmul_nx2_1
(
place
);
return
;
test_matmul_nx2_2
(
place
);
test_matmulnx2_x_transpose
(
place
);
test_matmulnx2_y_transpose
(
place
);
test_matmulnx2_transpose
(
place
);
#endif
#endif
test_matmulnx2
(
place
,
abs_error
);
test_matmulnx2_xtranspose
(
place
,
abs_error
);
test_matmulnx2_ytranspose
(
place
,
abs_error
);
test_matmulnx2_xytranspose
(
place
,
abs_error
);
}
}
TEST
(
Matmulnxn
,
precision
)
{
TEST
(
Matmulnxn
,
precision
)
{
#ifdef LITE_WITH_X86
Place
place
;
Place
place
(
TARGET
(
kX86
))
;
float
abs_error
=
2e-5
;
#
endif
#
if defined(LITE_WITH_NPU)
#ifdef LITE_WITH_ARM
place
=
TARGET
(
kNPU
);
Place
place
(
TARGET
(
kARM
));
abs_error
=
1e-2
;
// use fp16 in npu
test_matmul_nxn
(
place
);
#elif defined(LITE_WITH_ARM)
test_matmulnxn_x_transpose
(
place
);
place
=
TARGET
(
kARM
);
test_matmulnxn_y_transpose
(
place
);
#else
test_matmulnxn_transpose
(
place
)
;
return
;
#endif
#endif
test_matmulnxn
(
place
,
abs_error
);
test_matmulnxn_xtranspose
(
place
,
abs_error
);
test_matmulnxn_ytranspose
(
place
,
abs_error
);
test_matmulnxn_xytranspose
(
place
,
abs_error
);
}
}
}
// namespace lite
}
// namespace lite
...
...
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