Searched refs:FMul (Results 1 – 25 of 314) sorted by relevance
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| /external/angle/third_party/vulkan-deps/glslang/src/Test/baseResults/ |
| D | spv.matrix2.frag.out | 132 53: 7(fvec4) FMul 52 51
195 122: 7(fvec4) FMul 120 121
198 125: 7(fvec4) FMul 123 124
201 128: 7(fvec4) FMul 126 127
204 131: 7(fvec4) FMul 129 130
220 145: 7(fvec4) FMul 144 143
226 152: 7(fvec4) FMul 151 150
241 176: 7(fvec4) FMul 175 174
250 189: 7(fvec4) FMul 188 187
264 201: 7(fvec4) FMul 199 200
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| D | spv.deepRvalue.frag.out | 139 68: 7(fvec4) FMul 66 67
142 71: 7(fvec4) FMul 69 70
145 74: 7(fvec4) FMul 72 73
148 77: 7(fvec4) FMul 75 76
158 92: 7(fvec4) FMul 90 91
161 95: 7(fvec4) FMul 93 94
164 98: 7(fvec4) FMul 96 97
167 101: 7(fvec4) FMul 99 100
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| D | spv.always-discard.frag.out | 62 28: 6(float) FMul 26 27
67 34: 6(float) FMul 33 27
72 39: 6(float) FMul 37 38
75 42: 6(float) FMul 40 41
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| D | spv.fragmentShaderBarycentric2.frag.out | 50 25: 6(float) FMul 16 24
55 32: 6(float) FMul 28 31
61 40: 6(float) FMul 36 39
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| D | spv.fragmentShaderBarycentric.frag.out | 54 26: 6(float) FMul 16 25
59 33: 6(float) FMul 29 32
65 41: 6(float) FMul 37 40
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| D | spv.discard-dce.frag.out | 62 28: 6(float) FMul 26 27
67 34: 6(float) FMul 33 27
72 39: 6(float) FMul 37 38
75 42: 6(float) FMul 40 41
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| D | spv.400.frag.nanclamp.out | 991 630:39(float64_t) FMul 628 629
1159 795: 43(f64vec2) FMul 793 794
1162 798: 43(f64vec2) FMul 796 797
1171 806: 48(f64vec3) FMul 804 805
1174 809: 48(f64vec3) FMul 807 808
1177 812: 48(f64vec3) FMul 810 811
1186 820: 53(f64vec4) FMul 818 819
1189 823: 53(f64vec4) FMul 821 822
1192 826: 53(f64vec4) FMul 824 825
1195 829: 53(f64vec4) FMul 827 828
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| D | spv.400.frag.out | 992 630:39(float64_t) FMul 628 629
1160 795: 43(f64vec2) FMul 793 794
1163 798: 43(f64vec2) FMul 796 797
1172 806: 48(f64vec3) FMul 804 805
1175 809: 48(f64vec3) FMul 807 808
1178 812: 48(f64vec3) FMul 810 811
1187 820: 53(f64vec4) FMul 818 819
1190 823: 53(f64vec4) FMul 821 822
1193 826: 53(f64vec4) FMul 824 825
1196 829: 53(f64vec4) FMul 827 828
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| D | spv.swizzle.frag.out | 132 74: 10(fvec4) FMul 72 73
134 76: 10(fvec4) FMul 74 75
136 78: 10(fvec4) FMul 76 77
150 95: 6(float) FMul 94 92
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| D | spv.ssbo.autoassign.frag.out | 105 33: 6(float) FMul 25 32
117 47: 6(float) FMul 43 46
131 65: 6(float) FMul 61 64
143 77: 6(float) FMul 73 76
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| D | spv.precise.tesc.out | 93 53: 6(float) FMul 42 52
102 61: 6(float) FMul 42 60
111 69: 6(float) FMul 42 68
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| /external/deqp-deps/glslang/Test/baseResults/ |
| D | spv.matrix2.frag.out | 132 53: 7(fvec4) FMul 52 51
195 122: 7(fvec4) FMul 120 121
198 125: 7(fvec4) FMul 123 124
201 128: 7(fvec4) FMul 126 127
204 131: 7(fvec4) FMul 129 130
220 145: 7(fvec4) FMul 144 143
226 152: 7(fvec4) FMul 151 150
241 176: 7(fvec4) FMul 175 174
250 189: 7(fvec4) FMul 188 187
264 201: 7(fvec4) FMul 199 200
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| D | spv.deepRvalue.frag.out | 139 68: 7(fvec4) FMul 66 67
142 71: 7(fvec4) FMul 69 70
145 74: 7(fvec4) FMul 72 73
148 77: 7(fvec4) FMul 75 76
158 92: 7(fvec4) FMul 90 91
161 95: 7(fvec4) FMul 93 94
164 98: 7(fvec4) FMul 96 97
167 101: 7(fvec4) FMul 99 100
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| D | spv.always-discard.frag.out | 62 28: 6(float) FMul 26 27
67 34: 6(float) FMul 33 27
72 39: 6(float) FMul 37 38
75 42: 6(float) FMul 40 41
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| D | spv.fragmentShaderBarycentric2.frag.out | 50 25: 6(float) FMul 16 24
55 32: 6(float) FMul 28 31
61 40: 6(float) FMul 36 39
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| D | spv.fragmentShaderBarycentric.frag.out | 54 26: 6(float) FMul 16 25
59 33: 6(float) FMul 29 32
65 41: 6(float) FMul 37 40
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| D | spv.discard-dce.frag.out | 62 28: 6(float) FMul 26 27
67 34: 6(float) FMul 33 27
72 39: 6(float) FMul 37 38
75 42: 6(float) FMul 40 41
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| D | spv.400.frag.out | 992 630:39(float64_t) FMul 628 629
1160 795: 43(f64vec2) FMul 793 794
1163 798: 43(f64vec2) FMul 796 797
1172 806: 48(f64vec3) FMul 804 805
1175 809: 48(f64vec3) FMul 807 808
1178 812: 48(f64vec3) FMul 810 811
1187 820: 53(f64vec4) FMul 818 819
1190 823: 53(f64vec4) FMul 821 822
1193 826: 53(f64vec4) FMul 824 825
1196 829: 53(f64vec4) FMul 827 828
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| D | spv.400.frag.nanclamp.out | 991 630:39(float64_t) FMul 628 629
1159 795: 43(f64vec2) FMul 793 794
1162 798: 43(f64vec2) FMul 796 797
1171 806: 48(f64vec3) FMul 804 805
1174 809: 48(f64vec3) FMul 807 808
1177 812: 48(f64vec3) FMul 810 811
1186 820: 53(f64vec4) FMul 818 819
1189 823: 53(f64vec4) FMul 821 822
1192 826: 53(f64vec4) FMul 824 825
1195 829: 53(f64vec4) FMul 827 828
[all …]
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| D | spv.ssbo.autoassign.frag.out | 105 33: 6(float) FMul 25 32
117 47: 6(float) FMul 43 46
131 65: 6(float) FMul 61 64
143 77: 6(float) FMul 73 76
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| D | spv.swizzle.frag.out | 132 74: 10(fvec4) FMul 72 73
134 76: 10(fvec4) FMul 74 75
136 78: 10(fvec4) FMul 76 77
150 95: 6(float) FMul 94 92
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| D | spv.precise.tesc.out | 93 53: 6(float) FMul 42 52
102 61: 6(float) FMul 42 60
111 69: 6(float) FMul 42 68
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| D | spv.always-discard2.frag.out | 55 28: 6(float) FMul 26 27
60 34: 6(float) FMul 33 27
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| /external/llvm-project/mlir/test/Dialect/SPIRV/ |
| D | arithmetic-ops.mlir | 40 // spv.FMul
44 // CHECK: spv.FMul
45 %0 = spv.FMul %arg, %arg : f32
50 // CHECK: spv.FMul
51 %0 = spv.FMul %arg, %arg : vector<4xf32>
59 %0 = spv.FMul %arg, %arg : i32
67 %0 = spv.FMul %arg, %arg : bf16
75 %0 = spv.FMul %arg, %arg : tensor<4xf32>
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| /external/tensorflow/tensorflow/compiler/xla/service/ |
| D | elemental_ir_emitter.cc | 545 auto sum_sq = FAdd(FMul(a_plus_one, a_plus_one), FMul(b, b)); in EmitComplexUnaryOp()
550 return EmitComposeComplex(op, FMul(one_half, log_sum_sq), angle); in EmitComplexUnaryOp()
577 return EmitComposeComplex(op, FMul(exp_a, cos_b), FMul(exp_a, sin_b)); in EmitComplexUnaryOp()
589 auto real_result = FSub(FMul(exp_a, cos_b), one); in EmitComplexUnaryOp()
590 auto imag_result = FMul(exp_a, sin_b); in EmitComplexUnaryOp()
605 auto half_exp_b = FMul(llvm::ConstantFP::get(type, 0.5), exp_b); in EmitComplexUnaryOp()
610 FMul(cos_a, FAdd(half_exp_neg_b, half_exp_b)), in EmitComplexUnaryOp()
611 FMul(sin_a, FSub(half_exp_neg_b, half_exp_b))); in EmitComplexUnaryOp()
627 auto half_exp_b = FMul(llvm::ConstantFP::get(type, 0.5), exp_b); in EmitComplexUnaryOp()
632 FMul(sin_a, FAdd(half_exp_b, half_exp_neg_b)), in EmitComplexUnaryOp()
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