[spirv-reader] Use builtin matrix aliases
This makes the generated WGSL more concise and readable. Change-Id: I78a722b9a86264d3bbf219445628dc5597cbfd62 Reviewed-on: https://dawn-review.googlesource.com/c/dawn/+/132141 Kokoro: Kokoro <noreply+kokoro@google.com> Commit-Queue: James Price <jrprice@google.com> Reviewed-by: David Neto <dneto@google.com>
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@ -4136,9 +4136,9 @@ TypedExpression FunctionEmitter::EmitGlslStd450MatrixInverse(
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auto* d = idx(1, 1);
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// s * d, -s * b, -s * c, s * a
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auto* r = pb.mat2x2<f32>( //
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pb.Call("vec2f", pb.Mul(s, d), pb.Mul(neg(s), b)),
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pb.Call("vec2f", pb.Mul(neg(s), c), pb.Mul(s, a)));
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auto* r = pb.Call("mat2x2f", //
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pb.Call("vec2f", pb.Mul(s, d), pb.Mul(neg(s), b)),
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pb.Call("vec2f", pb.Mul(neg(s), c), pb.Mul(s, a)));
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return {mat.type, r};
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}
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@ -4156,29 +4156,29 @@ TypedExpression FunctionEmitter::EmitGlslStd450MatrixInverse(
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auto* h = idx(2, 1);
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auto* i = idx(2, 2);
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auto r = pb.Mul(s, //
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pb.mat3x3<f32>( //
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pb.Call("vec3f",
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// e * i - f * h
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sub_mul2(e, i, f, h),
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// c * h - b * i
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sub_mul2(c, h, b, i),
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// b * f - c * e
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sub_mul2(b, f, c, e)),
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pb.Call("vec3f",
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// f * g - d * i
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sub_mul2(f, g, d, i),
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// a * i - c * g
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sub_mul2(a, i, c, g),
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// c * d - a * f
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sub_mul2(c, d, a, f)),
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pb.Call("vec3f",
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// d * h - e * g
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sub_mul2(d, h, e, g),
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// b * g - a * h
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sub_mul2(b, g, a, h),
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// a * e - b * d
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sub_mul2(a, e, b, d))));
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auto r = pb.Mul(s, //
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pb.Call("mat3x3f", //
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pb.Call("vec3f",
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// e * i - f * h
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sub_mul2(e, i, f, h),
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// c * h - b * i
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sub_mul2(c, h, b, i),
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// b * f - c * e
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sub_mul2(b, f, c, e)),
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pb.Call("vec3f",
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// f * g - d * i
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sub_mul2(f, g, d, i),
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// a * i - c * g
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sub_mul2(a, i, c, g),
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// c * d - a * f
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sub_mul2(c, d, a, f)),
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pb.Call("vec3f",
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// d * h - e * g
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sub_mul2(d, h, e, g),
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// b * g - a * h
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sub_mul2(b, g, a, h),
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// a * e - b * d
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sub_mul2(a, e, b, d))));
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return {mat.type, r};
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}
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@ -4234,44 +4234,44 @@ TypedExpression FunctionEmitter::EmitGlslStd450MatrixInverse(
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auto* enfm = sub_mul2(e, n, f, m);
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auto* ejfi = sub_mul2(e, j, f, i);
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auto r = pb.Mul(s, //
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pb.mat4x4<f32>( //
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pb.Call("vec4f",
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// f * kplo - g * jpln + h * jokn
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sub_add_mul3(f, kplo, g, jpln, h, jokn),
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// -b * kplo + c * jpln - d * jokn
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add_sub_mul3(neg(b), kplo, c, jpln, d, jokn),
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// b * gpho - c * fphn + d * fogn
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sub_add_mul3(b, gpho, c, fphn, d, fogn),
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// -b * glhk + c * flhj - d * fkgj
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add_sub_mul3(neg(b), glhk, c, flhj, d, fkgj)),
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pb.Call("vec4f",
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// -e * kplo + g * iplm - h * iokm
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add_sub_mul3(neg(e), kplo, g, iplm, h, iokm),
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// a * kplo - c * iplm + d * iokm
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sub_add_mul3(a, kplo, c, iplm, d, iokm),
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// -a * gpho + c * ephm - d * eogm
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add_sub_mul3(neg(a), gpho, c, ephm, d, eogm),
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// a * glhk - c * elhi + d * ekgi
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sub_add_mul3(a, glhk, c, elhi, d, ekgi)),
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pb.Call("vec4f",
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// e * jpln - f * iplm + h * injm
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sub_add_mul3(e, jpln, f, iplm, h, injm),
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// -a * jpln + b * iplm - d * injm
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add_sub_mul3(neg(a), jpln, b, iplm, d, injm),
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// a * fphn - b * ephm + d * enfm
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sub_add_mul3(a, fphn, b, ephm, d, enfm),
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// -a * flhj + b * elhi - d * ejfi
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add_sub_mul3(neg(a), flhj, b, elhi, d, ejfi)),
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pb.Call("vec4f",
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// -e * jokn + f * iokm - g * injm
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add_sub_mul3(neg(e), jokn, f, iokm, g, injm),
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// a * jokn - b * iokm + c * injm
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sub_add_mul3(a, jokn, b, iokm, c, injm),
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// -a * fogn + b * eogm - c * enfm
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add_sub_mul3(neg(a), fogn, b, eogm, c, enfm),
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// a * fkgj - b * ekgi + c * ejfi
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sub_add_mul3(a, fkgj, b, ekgi, c, ejfi))));
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auto r = pb.Mul(s, //
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pb.Call("mat4x4f", //
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pb.Call("vec4f",
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// f * kplo - g * jpln + h * jokn
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sub_add_mul3(f, kplo, g, jpln, h, jokn),
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// -b * kplo + c * jpln - d * jokn
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add_sub_mul3(neg(b), kplo, c, jpln, d, jokn),
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// b * gpho - c * fphn + d * fogn
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sub_add_mul3(b, gpho, c, fphn, d, fogn),
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// -b * glhk + c * flhj - d * fkgj
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add_sub_mul3(neg(b), glhk, c, flhj, d, fkgj)),
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pb.Call("vec4f",
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// -e * kplo + g * iplm - h * iokm
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add_sub_mul3(neg(e), kplo, g, iplm, h, iokm),
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// a * kplo - c * iplm + d * iokm
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sub_add_mul3(a, kplo, c, iplm, d, iokm),
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// -a * gpho + c * ephm - d * eogm
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add_sub_mul3(neg(a), gpho, c, ephm, d, eogm),
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// a * glhk - c * elhi + d * ekgi
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sub_add_mul3(a, glhk, c, elhi, d, ekgi)),
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pb.Call("vec4f",
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// e * jpln - f * iplm + h * injm
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sub_add_mul3(e, jpln, f, iplm, h, injm),
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// -a * jpln + b * iplm - d * injm
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add_sub_mul3(neg(a), jpln, b, iplm, d, injm),
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// a * fphn - b * ephm + d * enfm
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sub_add_mul3(a, fphn, b, ephm, d, enfm),
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// -a * flhj + b * elhi - d * ejfi
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add_sub_mul3(neg(a), flhj, b, elhi, d, ejfi)),
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pb.Call("vec4f",
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// -e * jokn + f * iokm - g * injm
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add_sub_mul3(neg(e), jokn, f, iokm, g, injm),
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// a * jokn - b * iokm + c * injm
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sub_add_mul3(a, jokn, b, iokm, c, injm),
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// -a * fogn + b * eogm - c * enfm
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add_sub_mul3(neg(a), fogn, b, eogm, c, enfm),
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// a * fkgj - b * ekgi + c * ejfi
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sub_add_mul3(a, fkgj, b, ekgi, c, ejfi))));
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return {mat.type, r};
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}
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}
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@ -741,7 +741,7 @@ TEST_F(SpvBinaryArithTestBasic, MatrixTimesScalar) {
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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EXPECT_THAT(test::ToString(p->program(), ast_body),
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HasSubstr("let x_10 : mat2x2<f32> = (x_1 * x_2);"));
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HasSubstr("let x_10 : mat2x2f = (x_1 * x_2);"));
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}
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TEST_F(SpvBinaryArithTestBasic, VectorTimesMatrix) {
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@ -798,7 +798,7 @@ TEST_F(SpvBinaryArithTestBasic, MatrixTimesMatrix) {
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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EXPECT_THAT(test::ToString(p->program(), ast_body),
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HasSubstr("let x_10 : mat2x2<f32> = (x_1 * x_2);"));
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HasSubstr("let x_10 : mat2x2f = (x_1 * x_2);"));
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}
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TEST_F(SpvBinaryArithTestBasic, Dot) {
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@ -838,7 +838,7 @@ TEST_F(SpvBinaryArithTestBasic, OuterProduct) {
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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auto got = test::ToString(p->program(), ast_body);
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EXPECT_THAT(got, HasSubstr("let x_3 : mat2x3<f32> = mat2x3<f32>("
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EXPECT_THAT(got, HasSubstr("let x_3 : mat2x3f = mat2x3f("
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"vec3f((x_2.x * x_1.x), (x_2.x * x_1.y), (x_2.x * x_1.z)), "
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"vec3f((x_2.y * x_1.x), (x_2.y * x_1.y), (x_2.y * x_1.z)));"))
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<< got;
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@ -920,7 +920,7 @@ TEST_F(SpvUnaryArithTest, Transpose_2x2) {
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ASSERT_TRUE(p->BuildAndParseInternalModuleExceptFunctions()) << p->error() << "\n" << assembly;
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auto fe = p->function_emitter(100);
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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const auto* expected = "let x_2 : mat2x2<f32> = transpose(x_1);";
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const auto* expected = "let x_2 : mat2x2f = transpose(x_1);";
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auto ast_body = fe.ast_body();
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const auto got = test::ToString(p->program(), ast_body);
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EXPECT_THAT(got, HasSubstr(expected)) << got;
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@ -942,7 +942,7 @@ TEST_F(SpvUnaryArithTest, Transpose_2x3) {
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// Note, in the AST dump mat_2_3 means 2 rows and 3 columns.
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// So the column vectors have 2 elements.
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// That is, %m3v2float is __mat_2_3f32.
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const auto* expected = "let x_2 : mat3x2<f32> = transpose(x_1);";
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const auto* expected = "let x_2 : mat3x2f = transpose(x_1);";
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auto ast_body = fe.ast_body();
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const auto got = test::ToString(p->program(), ast_body);
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EXPECT_THAT(got, HasSubstr(expected)) << got;
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@ -961,7 +961,7 @@ TEST_F(SpvUnaryArithTest, Transpose_3x2) {
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ASSERT_TRUE(p->BuildAndParseInternalModuleExceptFunctions()) << p->error() << "\n" << assembly;
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auto fe = p->function_emitter(100);
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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const auto* expected = "let x_2 : mat2x3<f32> = transpose(x_1);";
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const auto* expected = "let x_2 : mat2x3f = transpose(x_1);";
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auto ast_body = fe.ast_body();
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const auto got = test::ToString(p->program(), ast_body);
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EXPECT_THAT(got, HasSubstr(expected)) << got;
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@ -115,11 +115,10 @@ TEST_F(SpvParserTest_Composite_Construct, Matrix) {
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auto fe = p->function_emitter(100);
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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EXPECT_THAT(test::ToString(p->program(), ast_body),
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HasSubstr("let x_1 : mat3x2<f32> = mat3x2<f32>("
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"vec2f(50.0f, 60.0f), "
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"vec2f(60.0f, 50.0f), "
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"vec2f(70.0f, 70.0f));"));
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EXPECT_THAT(test::ToString(p->program(), ast_body), HasSubstr("let x_1 : mat3x2f = mat3x2f("
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"vec2f(50.0f, 60.0f), "
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"vec2f(60.0f, 50.0f), "
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"vec2f(70.0f, 70.0f));"));
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}
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TEST_F(SpvParserTest_Composite_Construct, Array) {
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@ -490,9 +489,9 @@ TEST_F(SpvParserTest_CompositeInsert, Matrix) {
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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auto body_str = test::ToString(p->program(), ast_body);
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EXPECT_THAT(body_str, HasSubstr(R"(var x_2_1 : mat3x2<f32> = x_1;
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EXPECT_THAT(body_str, HasSubstr(R"(var x_2_1 : mat3x2f = x_1;
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x_2_1[2u] = vec2f(50.0f, 60.0f);
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let x_2 : mat3x2<f32> = x_2_1;
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let x_2 : mat3x2f = x_2_1;
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)")) << body_str;
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}
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@ -535,9 +534,9 @@ TEST_F(SpvParserTest_CompositeInsert, Matrix_Vector) {
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EXPECT_TRUE(fe.EmitBody()) << p->error();
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auto ast_body = fe.ast_body();
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auto body_str = test::ToString(p->program(), ast_body);
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EXPECT_THAT(body_str, HasSubstr(R"(var x_2_1 : mat3x2<f32> = x_1;
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EXPECT_THAT(body_str, HasSubstr(R"(var x_2_1 : mat3x2f = x_1;
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x_2_1[2u] = vec2f(50.0f, 60.0f);
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let x_2 : mat3x2<f32> = x_2_1;
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let x_2 : mat3x2f = x_2_1;
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return;
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)")) << body_str;
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}
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@ -1420,7 +1420,7 @@ TEST_F(SpvParserTest, GlslStd450_MatrixInverse_mat2x2) {
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std::string expected =
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"let s = (1.0f / determinant(m2x2f1));\n"
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"let x_1 : mat2x2<f32> = mat2x2<f32>(vec2f((s * m2x2f1[1u][1u]), (-(s) * "
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"let x_1 : mat2x2f = mat2x2f(vec2f((s * m2x2f1[1u][1u]), (-(s) * "
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"m2x2f1[0u][1u])), vec2f((-(s) * m2x2f1[1u][0u]), (s * m2x2f1[0u][0u])));";
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EXPECT_THAT(body, HasSubstr(expected)) << body;
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@ -1441,7 +1441,7 @@ TEST_F(SpvParserTest, GlslStd450_MatrixInverse_mat3x3) {
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std::string expected =
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"let s = (1.0f / determinant(m3x3f1));\n"
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"let x_1 : mat3x3<f32> = (s * mat3x3<f32>(vec3f(((m3x3f1[1u][1u] * m3x3f1[2u][2u]) - "
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"let x_1 : mat3x3f = (s * mat3x3f(vec3f(((m3x3f1[1u][1u] * m3x3f1[2u][2u]) - "
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"(m3x3f1[1u][2u] * m3x3f1[2u][1u])), ((m3x3f1[0u][2u] * m3x3f1[2u][1u]) - (m3x3f1[0u][1u] "
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"* m3x3f1[2u][2u])), ((m3x3f1[0u][1u] * m3x3f1[1u][2u]) - (m3x3f1[0u][2u] * "
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"m3x3f1[1u][1u]))), vec3f(((m3x3f1[1u][2u] * m3x3f1[2u][0u]) - (m3x3f1[1u][0u] * "
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@ -1470,7 +1470,7 @@ TEST_F(SpvParserTest, GlslStd450_MatrixInverse_mat4x4) {
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std::string expected =
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"let s = (1.0f / determinant(m4x4f1));\n"
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"let x_1 : mat4x4<f32> = (s * mat4x4<f32>(vec4f((((m4x4f1[1u][1u] * ((m4x4f1[2u][2u] * "
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"let x_1 : mat4x4f = (s * mat4x4f(vec4f((((m4x4f1[1u][1u] * ((m4x4f1[2u][2u] * "
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"m4x4f1[3u][3u]) - (m4x4f1[2u][3u] * m4x4f1[3u][2u]))) - (m4x4f1[1u][2u] * "
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"((m4x4f1[2u][1u] * m4x4f1[3u][3u]) - (m4x4f1[2u][3u] * m4x4f1[3u][1u])))) + "
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"(m4x4f1[1u][3u] * ((m4x4f1[2u][1u] * m4x4f1[3u][2u]) - (m4x4f1[2u][2u] * "
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@ -1551,10 +1551,10 @@ TEST_F(SpvParserTest, GlslStd450_MatrixInverse_MultipleInScope) {
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std::string expected =
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"let s = (1.0f / determinant(m2x2f1));\n"
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"let x_1 : mat2x2<f32> = mat2x2<f32>(vec2f((s * m2x2f1[1u][1u]), (-(s) * "
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"let x_1 : mat2x2f = mat2x2f(vec2f((s * m2x2f1[1u][1u]), (-(s) * "
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"m2x2f1[0u][1u])), vec2f((-(s) * m2x2f1[1u][0u]), (s * m2x2f1[0u][0u])));\n"
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"let s_1 = (1.0f / determinant(m2x2f1));\n"
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"let x_2 : mat2x2<f32> = mat2x2<f32>(vec2f((s_1 * m2x2f1[1u][1u]), (-(s_1) * "
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"let x_2 : mat2x2f = mat2x2f(vec2f((s_1 * m2x2f1[1u][1u]), (-(s_1) * "
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"m2x2f1[0u][1u])), vec2f((-(s_1) * m2x2f1[1u][0u]), (s_1 * m2x2f1[0u][0u])));";
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EXPECT_THAT(body, HasSubstr(expected)) << body;
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@ -182,7 +182,7 @@ TEST_F(SpvParserTestMiscInstruction, OpUndef_InFunction_Matrix) {
|
|||
EXPECT_TRUE(fe.EmitBody()) << p->error();
|
||||
auto ast_body = fe.ast_body();
|
||||
EXPECT_THAT(test::ToString(p->program(), ast_body),
|
||||
HasSubstr("let x_11 : mat2x2<f32> = mat2x2<f32>();"));
|
||||
HasSubstr("let x_11 : mat2x2f = mat2x2f();"));
|
||||
}
|
||||
|
||||
TEST_F(SpvParserTestMiscInstruction, OpUndef_InFunction_Array) {
|
||||
|
|
|
@ -260,11 +260,10 @@ TEST_F(SpvParserFunctionVarTest, EmitFunctionVariables_MatrixInitializer) {
|
|||
EXPECT_TRUE(fe.EmitFunctionVariables());
|
||||
|
||||
auto ast_body = fe.ast_body();
|
||||
EXPECT_THAT(test::ToString(p->program(), ast_body),
|
||||
HasSubstr("var x_200 : mat3x2<f32> = mat3x2<f32>("
|
||||
"vec2f(1.5f, 2.0f), "
|
||||
"vec2f(2.0f, 3.0f), "
|
||||
"vec2f(3.0f, 4.0f));"));
|
||||
EXPECT_THAT(test::ToString(p->program(), ast_body), HasSubstr("var x_200 : mat3x2f = mat3x2f("
|
||||
"vec2f(1.5f, 2.0f), "
|
||||
"vec2f(2.0f, 3.0f), "
|
||||
"vec2f(3.0f, 4.0f));"));
|
||||
}
|
||||
|
||||
TEST_F(SpvParserFunctionVarTest, EmitFunctionVariables_ArrayInitializer) {
|
||||
|
|
|
@ -1082,7 +1082,7 @@ TEST_F(SpvModuleScopeVarParserTest, MatrixInitializer) {
|
|||
ASSERT_TRUE(p->BuildAndParseInternalModuleExceptFunctions());
|
||||
EXPECT_TRUE(p->error().empty());
|
||||
const auto module_str = test::ToString(p->program());
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2<f32> = mat3x2<f32>("
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2f = mat3x2f("
|
||||
"vec2f(1.5f, 2.0f), "
|
||||
"vec2f(2.0f, 3.0f), "
|
||||
"vec2f(3.0f, 4.0f));"));
|
||||
|
@ -1097,7 +1097,7 @@ TEST_F(SpvModuleScopeVarParserTest, MatrixNullInitializer) {
|
|||
ASSERT_TRUE(p->BuildAndParseInternalModuleExceptFunctions());
|
||||
EXPECT_TRUE(p->error().empty());
|
||||
const auto module_str = test::ToString(p->program());
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2<f32> = mat3x2<f32>();"));
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2f = mat3x2f();"));
|
||||
}
|
||||
|
||||
TEST_F(SpvModuleScopeVarParserTest, MatrixUndefInitializer) {
|
||||
|
@ -1109,7 +1109,7 @@ TEST_F(SpvModuleScopeVarParserTest, MatrixUndefInitializer) {
|
|||
ASSERT_TRUE(p->BuildAndParseInternalModuleExceptFunctions());
|
||||
EXPECT_TRUE(p->error().empty());
|
||||
const auto module_str = test::ToString(p->program());
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2<f32> = mat3x2<f32>();"));
|
||||
EXPECT_THAT(module_str, HasSubstr("var<private> x_200 : mat3x2f = mat3x2f();"));
|
||||
|
||||
// This example module emits ok, but is not valid SPIR-V in the first place.
|
||||
p->DeliberatelyInvalidSpirv();
|
||||
|
@ -1290,7 +1290,7 @@ TEST_F(SpvModuleScopeVarParserTest, ColMajorDecoration_Dropped) {
|
|||
const auto module_str = test::ToString(p->program());
|
||||
EXPECT_THAT(module_str, HasSubstr(R"(struct S {
|
||||
/* @offset(0) */
|
||||
field0 : mat3x2<f32>,
|
||||
field0 : mat3x2f,
|
||||
}
|
||||
|
||||
@group(0) @binding(0) var<storage, read_write> myvar : S;
|
||||
|
@ -1321,7 +1321,7 @@ TEST_F(SpvModuleScopeVarParserTest, MatrixStrideDecoration_Natural_Dropped) {
|
|||
const auto module_str = test::ToString(p->program());
|
||||
EXPECT_THAT(module_str, HasSubstr(R"(struct S {
|
||||
/* @offset(0) */
|
||||
field0 : mat3x2<f32>,
|
||||
field0 : mat3x2f,
|
||||
}
|
||||
|
||||
@group(0) @binding(0) var<storage, read_write> myvar : S;
|
||||
|
@ -1353,7 +1353,7 @@ TEST_F(SpvModuleScopeVarParserTest, MatrixStrideDecoration) {
|
|||
EXPECT_THAT(module_str, HasSubstr(R"(struct S {
|
||||
/* @offset(0) */
|
||||
@stride(64) @internal(disable_validation__ignore_stride)
|
||||
field0 : mat3x2<f32>,
|
||||
field0 : mat3x2f,
|
||||
}
|
||||
|
||||
@group(0) @binding(0) var<storage, read_write> myvar : S;
|
||||
|
@ -4254,7 +4254,7 @@ TEST_F(SpvModuleScopeVarParserTest, Input_FlattenMatrix) {
|
|||
EXPECT_TRUE(p->error().empty());
|
||||
|
||||
const auto got = test::ToString(p->program());
|
||||
const std::string expected = R"(var<private> x_1 : mat2x4<f32>;
|
||||
const std::string expected = R"(var<private> x_1 : mat2x4f;
|
||||
|
||||
var<private> x_2 : vec4f;
|
||||
|
||||
|
@ -4380,7 +4380,7 @@ TEST_F(SpvModuleScopeVarParserTest, Input_FlattenNested) {
|
|||
EXPECT_TRUE(p->error().empty());
|
||||
|
||||
const auto got = test::ToString(p->program());
|
||||
const std::string expected = R"(var<private> x_1 : array<mat2x4<f32>, 2u>;
|
||||
const std::string expected = R"(var<private> x_1 : array<mat2x4f, 2u>;
|
||||
|
||||
var<private> x_2 : vec4f;
|
||||
|
||||
|
@ -4502,7 +4502,7 @@ TEST_F(SpvModuleScopeVarParserTest, Output_FlattenMatrix) {
|
|||
EXPECT_TRUE(p->error().empty());
|
||||
|
||||
const auto got = test::ToString(p->program());
|
||||
const std::string expected = R"(var<private> x_1 : mat2x4<f32>;
|
||||
const std::string expected = R"(var<private> x_1 : mat2x4f;
|
||||
|
||||
var<private> x_2 : vec4f;
|
||||
|
||||
|
|
|
@ -14,6 +14,7 @@
|
|||
|
||||
#include "src/tint/reader/spirv/parser_type.h"
|
||||
|
||||
#include <sstream>
|
||||
#include <string>
|
||||
#include <unordered_map>
|
||||
#include <utility>
|
||||
|
@ -216,6 +217,11 @@ Matrix::Matrix(const Type* t, uint32_t c, uint32_t r) : type(t), columns(c), row
|
|||
Matrix::Matrix(const Matrix&) = default;
|
||||
|
||||
ast::Type Matrix::Build(ProgramBuilder& b) const {
|
||||
if (type->Is<F32>()) {
|
||||
std::ostringstream ss;
|
||||
ss << "mat" << columns << "x" << rows << "f";
|
||||
return b.ty(ss.str());
|
||||
}
|
||||
return b.ty.mat(type->Build(b), columns, rows);
|
||||
}
|
||||
|
||||
|
|
|
@ -1,5 +1,5 @@
|
|||
fn main_1() {
|
||||
let x_24 : f32 = mat3x3<f32>(vec3f(1.0f, 2.0f, 3.0f), vec3f(4.0f, 5.0f, 6.0f), vec3f(7.0f, 8.0f, 9.0f))[1u].y;
|
||||
let x_24 : f32 = mat3x3f(vec3f(1.0f, 2.0f, 3.0f), vec3f(4.0f, 5.0f, 6.0f), vec3f(7.0f, 8.0f, 9.0f))[1u].y;
|
||||
return;
|
||||
}
|
||||
|
||||
|
|
|
@ -1,5 +1,5 @@
|
|||
fn main_1() {
|
||||
var m : mat3x3<f32> = mat3x3<f32>();
|
||||
var m : mat3x3f = mat3x3f();
|
||||
let x_15 : vec3f = m[1i];
|
||||
let x_16 : f32 = x_15.y;
|
||||
return;
|
||||
|
|
|
@ -1,5 +1,5 @@
|
|||
struct S {
|
||||
field0 : mat3x3<f32>,
|
||||
field0 : mat3x3f,
|
||||
}
|
||||
|
||||
struct S_1 {
|
||||
|
@ -32,9 +32,9 @@ struct S_7 {
|
|||
|
||||
const x_72 = vec4f(0.0f, 0.0f, 0.0f, 0.0f);
|
||||
|
||||
const x_73 = mat4x4<f32>(x_72, x_72, x_72, x_72);
|
||||
const x_73 = mat4x4f(x_72, x_72, x_72, x_72);
|
||||
|
||||
var<private> x_75 : array<mat4x4<f32>, 58u> = array<mat4x4<f32>, 58u>(x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73);
|
||||
var<private> x_75 : array<mat4x4f, 58u> = array<mat4x4f, 58u>(x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73, x_73);
|
||||
|
||||
const x_77 = vec3f(0.0f, 0.0f, 0.0f);
|
||||
|
||||
|
|
|
@ -10,7 +10,7 @@ var<private> x_GLF_color : vec4f;
|
|||
fn main_1() {
|
||||
var f : f32;
|
||||
var v : vec4f;
|
||||
f = determinant(mat3x3<f32>(vec3f(1.0f, 0.0f, 0.0f), vec3f(0.0f, 1.0f, 0.0f), vec3f(0.0f, 0.0f, 1.0f)));
|
||||
f = determinant(mat3x3f(vec3f(1.0f, 0.0f, 0.0f), vec3f(0.0f, 1.0f, 0.0f), vec3f(0.0f, 0.0f, 1.0f)));
|
||||
let x_33 : f32 = f;
|
||||
let x_35 : f32 = f;
|
||||
let x_37 : f32 = f;
|
||||
|
|
|
@ -1,4 +1,4 @@
|
|||
alias Arr = array<mat4x4<f32>, 2u>;
|
||||
alias Arr = array<mat4x4f, 2u>;
|
||||
|
||||
struct strided_arr {
|
||||
@size(16)
|
||||
|
@ -9,7 +9,7 @@ alias Arr_1 = array<strided_arr, 4u>;
|
|||
|
||||
struct LeftOver {
|
||||
/* @offset(0) */
|
||||
worldViewProjection : mat4x4<f32>,
|
||||
worldViewProjection : mat4x4f,
|
||||
/* @offset(64) */
|
||||
time : f32,
|
||||
/* @offset(80) */
|
||||
|
@ -45,7 +45,7 @@ fn main_1() {
|
|||
let x_55 : f32 = p.y;
|
||||
let x_57 : f32 = x_14.time;
|
||||
p.y = (x_55 + sin((x_57 + 4.0f)));
|
||||
let x_69 : mat4x4<f32> = x_14.worldViewProjection;
|
||||
let x_69 : mat4x4f = x_14.worldViewProjection;
|
||||
let x_70 : vec3f = p;
|
||||
gl_Position = (x_69 * vec4f(x_70.x, x_70.y, x_70.z, 1.0f));
|
||||
let x_83 : vec2f = uv;
|
||||
|
|
|
@ -8,7 +8,7 @@ struct UniformBuffer {
|
|||
/* @offset(48) */
|
||||
ucolorGreen_S1_c0 : vec4f,
|
||||
/* @offset(64) */
|
||||
umatrix_S1 : mat3x3<f32>,
|
||||
umatrix_S1 : mat3x3f,
|
||||
}
|
||||
|
||||
@binding(0) @group(0) var<uniform> x_4 : UniformBuffer;
|
||||
|
|
|
@ -1,19 +1,19 @@
|
|||
fn main_1() {
|
||||
var m2i : mat2x2<f32>;
|
||||
var m2 : mat2x2<f32>;
|
||||
var m3i : mat3x3<f32>;
|
||||
var m3 : mat3x3<f32>;
|
||||
var m4i : mat4x4<f32>;
|
||||
var m4 : mat4x4<f32>;
|
||||
let x_12 : mat2x2<f32> = m2;
|
||||
var m2i : mat2x2f;
|
||||
var m2 : mat2x2f;
|
||||
var m3i : mat3x3f;
|
||||
var m3 : mat3x3f;
|
||||
var m4i : mat4x4f;
|
||||
var m4 : mat4x4f;
|
||||
let x_12 : mat2x2f = m2;
|
||||
let s = (1.0f / determinant(x_12));
|
||||
m2i = mat2x2<f32>(vec2f((s * x_12[1u][1u]), (-(s) * x_12[0u][1u])), vec2f((-(s) * x_12[1u][0u]), (s * x_12[0u][0u])));
|
||||
let x_19 : mat3x3<f32> = m3;
|
||||
m2i = mat2x2f(vec2f((s * x_12[1u][1u]), (-(s) * x_12[0u][1u])), vec2f((-(s) * x_12[1u][0u]), (s * x_12[0u][0u])));
|
||||
let x_19 : mat3x3f = m3;
|
||||
let s_1 = (1.0f / determinant(x_19));
|
||||
m3i = (s_1 * mat3x3<f32>(vec3f(((x_19[1u][1u] * x_19[2u][2u]) - (x_19[1u][2u] * x_19[2u][1u])), ((x_19[0u][2u] * x_19[2u][1u]) - (x_19[0u][1u] * x_19[2u][2u])), ((x_19[0u][1u] * x_19[1u][2u]) - (x_19[0u][2u] * x_19[1u][1u]))), vec3f(((x_19[1u][2u] * x_19[2u][0u]) - (x_19[1u][0u] * x_19[2u][2u])), ((x_19[0u][0u] * x_19[2u][2u]) - (x_19[0u][2u] * x_19[2u][0u])), ((x_19[0u][2u] * x_19[1u][0u]) - (x_19[0u][0u] * x_19[1u][2u]))), vec3f(((x_19[1u][0u] * x_19[2u][1u]) - (x_19[1u][1u] * x_19[2u][0u])), ((x_19[0u][1u] * x_19[2u][0u]) - (x_19[0u][0u] * x_19[2u][1u])), ((x_19[0u][0u] * x_19[1u][1u]) - (x_19[0u][1u] * x_19[1u][0u])))));
|
||||
let x_26 : mat4x4<f32> = m4;
|
||||
m3i = (s_1 * mat3x3f(vec3f(((x_19[1u][1u] * x_19[2u][2u]) - (x_19[1u][2u] * x_19[2u][1u])), ((x_19[0u][2u] * x_19[2u][1u]) - (x_19[0u][1u] * x_19[2u][2u])), ((x_19[0u][1u] * x_19[1u][2u]) - (x_19[0u][2u] * x_19[1u][1u]))), vec3f(((x_19[1u][2u] * x_19[2u][0u]) - (x_19[1u][0u] * x_19[2u][2u])), ((x_19[0u][0u] * x_19[2u][2u]) - (x_19[0u][2u] * x_19[2u][0u])), ((x_19[0u][2u] * x_19[1u][0u]) - (x_19[0u][0u] * x_19[1u][2u]))), vec3f(((x_19[1u][0u] * x_19[2u][1u]) - (x_19[1u][1u] * x_19[2u][0u])), ((x_19[0u][1u] * x_19[2u][0u]) - (x_19[0u][0u] * x_19[2u][1u])), ((x_19[0u][0u] * x_19[1u][1u]) - (x_19[0u][1u] * x_19[1u][0u])))));
|
||||
let x_26 : mat4x4f = m4;
|
||||
let s_2 = (1.0f / determinant(x_26));
|
||||
m4i = (s_2 * mat4x4<f32>(vec4f((((x_26[1u][1u] * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) - (x_26[1u][2u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u])))) + (x_26[1u][3u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u])))), (((-(x_26[0u][1u]) * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) + (x_26[0u][2u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u])))) - (x_26[0u][3u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u])))), (((x_26[0u][1u] * ((x_26[1u][2u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][2u]))) - (x_26[0u][2u] * ((x_26[1u][1u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][1u])))) + (x_26[0u][3u] * ((x_26[1u][1u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][1u])))), (((-(x_26[0u][1u]) * ((x_26[1u][2u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][2u]))) + (x_26[0u][2u] * ((x_26[1u][1u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][1u])))) - (x_26[0u][3u] * ((x_26[1u][1u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][1u]))))), vec4f((((-(x_26[1u][0u]) * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) + (x_26[1u][2u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) - (x_26[1u][3u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) - (x_26[0u][2u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) + (x_26[0u][3u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][2u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][2u]))) + (x_26[0u][2u] * ((x_26[1u][0u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][0u])))) - (x_26[0u][3u] * ((x_26[1u][0u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][2u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][2u]))) - (x_26[0u][2u] * ((x_26[1u][0u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][0u])))) + (x_26[0u][3u] * ((x_26[1u][0u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][0u]))))), vec4f((((x_26[1u][0u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u]))) - (x_26[1u][1u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) + (x_26[1u][3u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u]))) + (x_26[0u][1u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) - (x_26[0u][3u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][1u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][1u]))) - (x_26[0u][1u] * ((x_26[1u][0u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][0u])))) + (x_26[0u][3u] * ((x_26[1u][0u] * x_26[3u][1u]) - (x_26[1u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][1u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][1u]))) + (x_26[0u][1u] * ((x_26[1u][0u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][0u])))) - (x_26[0u][3u] * ((x_26[1u][0u] * x_26[2u][1u]) - (x_26[1u][1u] * x_26[2u][0u]))))), vec4f((((-(x_26[1u][0u]) * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u]))) + (x_26[1u][1u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))) - (x_26[1u][2u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u]))) - (x_26[0u][1u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))) + (x_26[0u][2u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][1u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][1u]))) + (x_26[0u][1u] * ((x_26[1u][0u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][0u])))) - (x_26[0u][2u] * ((x_26[1u][0u] * x_26[3u][1u]) - (x_26[1u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][1u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][1u]))) - (x_26[0u][1u] * ((x_26[1u][0u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][0u])))) + (x_26[0u][2u] * ((x_26[1u][0u] * x_26[2u][1u]) - (x_26[1u][1u] * x_26[2u][0u])))))));
|
||||
m4i = (s_2 * mat4x4f(vec4f((((x_26[1u][1u] * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) - (x_26[1u][2u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u])))) + (x_26[1u][3u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u])))), (((-(x_26[0u][1u]) * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) + (x_26[0u][2u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u])))) - (x_26[0u][3u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u])))), (((x_26[0u][1u] * ((x_26[1u][2u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][2u]))) - (x_26[0u][2u] * ((x_26[1u][1u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][1u])))) + (x_26[0u][3u] * ((x_26[1u][1u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][1u])))), (((-(x_26[0u][1u]) * ((x_26[1u][2u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][2u]))) + (x_26[0u][2u] * ((x_26[1u][1u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][1u])))) - (x_26[0u][3u] * ((x_26[1u][1u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][1u]))))), vec4f((((-(x_26[1u][0u]) * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) + (x_26[1u][2u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) - (x_26[1u][3u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[2u][2u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][2u]))) - (x_26[0u][2u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) + (x_26[0u][3u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][2u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][2u]))) + (x_26[0u][2u] * ((x_26[1u][0u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][0u])))) - (x_26[0u][3u] * ((x_26[1u][0u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][2u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][2u]))) - (x_26[0u][2u] * ((x_26[1u][0u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][0u])))) + (x_26[0u][3u] * ((x_26[1u][0u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][0u]))))), vec4f((((x_26[1u][0u] * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u]))) - (x_26[1u][1u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) + (x_26[1u][3u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[2u][1u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][1u]))) + (x_26[0u][1u] * ((x_26[2u][0u] * x_26[3u][3u]) - (x_26[2u][3u] * x_26[3u][0u])))) - (x_26[0u][3u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][1u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][1u]))) - (x_26[0u][1u] * ((x_26[1u][0u] * x_26[3u][3u]) - (x_26[1u][3u] * x_26[3u][0u])))) + (x_26[0u][3u] * ((x_26[1u][0u] * x_26[3u][1u]) - (x_26[1u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][1u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][1u]))) + (x_26[0u][1u] * ((x_26[1u][0u] * x_26[2u][3u]) - (x_26[1u][3u] * x_26[2u][0u])))) - (x_26[0u][3u] * ((x_26[1u][0u] * x_26[2u][1u]) - (x_26[1u][1u] * x_26[2u][0u]))))), vec4f((((-(x_26[1u][0u]) * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u]))) + (x_26[1u][1u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))) - (x_26[1u][2u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[2u][1u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][1u]))) - (x_26[0u][1u] * ((x_26[2u][0u] * x_26[3u][2u]) - (x_26[2u][2u] * x_26[3u][0u])))) + (x_26[0u][2u] * ((x_26[2u][0u] * x_26[3u][1u]) - (x_26[2u][1u] * x_26[3u][0u])))), (((-(x_26[0u][0u]) * ((x_26[1u][1u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][1u]))) + (x_26[0u][1u] * ((x_26[1u][0u] * x_26[3u][2u]) - (x_26[1u][2u] * x_26[3u][0u])))) - (x_26[0u][2u] * ((x_26[1u][0u] * x_26[3u][1u]) - (x_26[1u][1u] * x_26[3u][0u])))), (((x_26[0u][0u] * ((x_26[1u][1u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][1u]))) - (x_26[0u][1u] * ((x_26[1u][0u] * x_26[2u][2u]) - (x_26[1u][2u] * x_26[2u][0u])))) + (x_26[0u][2u] * ((x_26[1u][0u] * x_26[2u][1u]) - (x_26[1u][1u] * x_26[2u][0u])))))));
|
||||
return;
|
||||
}
|
||||
|
||||
|
|
|
@ -19,7 +19,7 @@ fn mat2x2_stride_16_to_arr(m : mat2x2<f32>) -> array<strided_arr, 2u> {
|
|||
}
|
||||
|
||||
fn f_1() {
|
||||
let x_15 : mat2x2<f32> = arr_to_mat2x2_stride_16(ssbo.m);
|
||||
let x_15 : mat2x2f = arr_to_mat2x2_stride_16(ssbo.m);
|
||||
ssbo.m = mat2x2_stride_16_to_arr(x_15);
|
||||
return;
|
||||
}
|
||||
|
|
|
@ -1,6 +1,6 @@
|
|||
fn main_1() {
|
||||
var m : mat3x3<f32> = mat3x3<f32>();
|
||||
m = mat3x3<f32>(vec3f(1.0f, 2.0f, 3.0f), vec3f(4.0f, 5.0f, 6.0f), vec3f(7.0f, 8.0f, 9.0f));
|
||||
var m : mat3x3f = mat3x3f();
|
||||
m = mat3x3f(vec3f(1.0f, 2.0f, 3.0f), vec3f(4.0f, 5.0f, 6.0f), vec3f(7.0f, 8.0f, 9.0f));
|
||||
m[1i] = vec3f(5.0f, 5.0f, 5.0f);
|
||||
return;
|
||||
}
|
||||
|
|
Loading…
Reference in New Issue