1// RUN: mlir-opt %s -test-lower-to-llvm | \ 2// RUN: mlir-runner -e entry -entry-point-result=void \ 3// RUN: -shared-libs=%mlir_c_runner_utils | \ 4// RUN: FileCheck %s 5 6!vector_type_A = vector<8xi64> 7!vector_type_B = vector<8xi64> 8!vector_type_C = vector<8x8xi64> 9 10!vector_type_X = vector<2xi64> 11!vector_type_Y = vector<3xi64> 12!vector_type_Z = vector<2x3xi64> 13 14!vector_type_R = vector<7xi64> 15 16func.func @vector_outerproduct_splat_8x8(%ia: i64, %ib: i64, %ic: i64) -> !vector_type_C { 17 %a = vector.splat %ia: !vector_type_A 18 %b = vector.splat %ib: !vector_type_B 19 %c = vector.splat %ic: !vector_type_C 20 %d = vector.outerproduct %a, %b, %c : !vector_type_A, !vector_type_B 21 return %d: !vector_type_C 22} 23 24func.func @vector_outerproduct_vec_2x3(%x : !vector_type_X, 25 %y : !vector_type_Y) -> !vector_type_Z { 26 %o = vector.outerproduct %x, %y : !vector_type_X, !vector_type_Y 27 return %o: !vector_type_Z 28} 29 30func.func @vector_outerproduct_vec_2x3_acc(%x : !vector_type_X, 31 %y : !vector_type_Y, 32 %z : !vector_type_Z) -> !vector_type_Z { 33 %o = vector.outerproduct %x, %y, %z : !vector_type_X, !vector_type_Y 34 return %o: !vector_type_Z 35} 36 37func.func @entry() { 38 %i0 = arith.constant 0: i64 39 %i1 = arith.constant 1: i64 40 %i2 = arith.constant 2: i64 41 %i3 = arith.constant 3: i64 42 %i4 = arith.constant 4: i64 43 %i5 = arith.constant 5: i64 44 %i10 = arith.constant 10: i64 45 46 // Simple case, splat scalars into vectors, then take outer product. 47 %v = call @vector_outerproduct_splat_8x8(%i1, %i2, %i10) 48 : (i64, i64, i64) -> (!vector_type_C) 49 vector.print %v : !vector_type_C 50 // 51 // outer product 8x8: 52 // 53 // CHECK-COUNT-8: ( 12, 12, 12, 12, 12, 12, 12, 12 ) 54 55 // Direct outerproduct on vectors with different size. 56 %0 = vector.broadcast %i1 : i64 to !vector_type_X 57 %x = vector.insert %i2, %0[1] : i64 into !vector_type_X 58 %1 = vector.broadcast %i3 : i64 to !vector_type_Y 59 %2 = vector.insert %i4, %1[1] : i64 into !vector_type_Y 60 %y = vector.insert %i5, %2[2] : i64 into !vector_type_Y 61 62 %p = call @vector_outerproduct_vec_2x3(%x, %y) 63 : (!vector_type_X, !vector_type_Y) -> (!vector_type_Z) 64 vector.print %p : !vector_type_Z 65 // 66 // outer product 2x3: 67 // 68 // CHECK: ( ( 3, 4, 5 ), ( 6, 8, 10 ) ) 69 70 %q = call @vector_outerproduct_vec_2x3_acc(%x, %y, %p) 71 : (!vector_type_X, !vector_type_Y, !vector_type_Z) -> (!vector_type_Z) 72 vector.print %q : !vector_type_Z 73 // 74 // outer product 2x3: 75 // 76 // CHECK: ( ( 6, 8, 10 ), ( 12, 16, 20 ) ) 77 78 %3 = vector.broadcast %i0 : i64 to !vector_type_R 79 %4 = vector.insert %i1, %3[1] : i64 into !vector_type_R 80 %5 = vector.insert %i2, %4[2] : i64 into !vector_type_R 81 %6 = vector.insert %i3, %5[3] : i64 into !vector_type_R 82 %7 = vector.insert %i4, %6[4] : i64 into !vector_type_R 83 %8 = vector.insert %i5, %7[5] : i64 into !vector_type_R 84 %9 = vector.insert %i10, %8[6] : i64 into !vector_type_R 85 86 %o = vector.broadcast %i1 : i64 to !vector_type_R 87 88 %axpy1 = vector.outerproduct %9, %i2 : !vector_type_R, i64 89 %axpy2 = vector.outerproduct %9, %i2, %o : !vector_type_R, i64 90 91 vector.print %axpy1 : !vector_type_R 92 vector.print %axpy2 : !vector_type_R 93 // 94 // axpy operations: 95 // 96 // CHECK: ( 0, 2, 4, 6, 8, 10, 20 ) 97 // CHECK: ( 1, 3, 5, 7, 9, 11, 21 ) 98 99 return 100} 101