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Add 8D tensor descriptor tests
Test high-dimensional tensors to verify no integer overflow in element space size calculations. Includes: - 8D packed test with prime dimensions (180180 elements) - 8D permuted layout test with non-monotonous strides (memory order differs from logical order)
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@@ -160,3 +160,29 @@ TEST(MakeNaiveTensorDescriptorAligned, Align8)
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constexpr auto desc = make_naive_tensor_descriptor_aligned(lengths, Number<8>{});
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EXPECT_EQ(desc.GetElementSpaceSize(), 119);
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}
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// Test high-dimensional tensors (8D) to verify no integer overflow
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TEST(MakeNaiveTensorDescriptorPacked, Simple8D)
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{
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// 8D packed tensor with small prime dimensions: 2x3x5x7x11x13x2x3
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// element_space_size = 2*3*5*7*11*13*2*3 = 180180
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constexpr auto lengths = make_tuple(Number<2>{}, Number<3>{}, Number<5>{}, Number<7>{},
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Number<11>{}, Number<13>{}, Number<2>{}, Number<3>{});
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constexpr auto desc = make_naive_tensor_descriptor_packed(lengths);
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EXPECT_EQ(desc.GetElementSpaceSize(), 180180);
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}
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TEST(MakeNaiveTensorDescriptor, ElementSpaceSize8D)
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{
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// 8D tensor with permuted layout (non-monotonous strides): 2x3x5x7x11x13x17x19
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// Memory order: [dim7, dim3, dim1, dim5, dim2, dim0, dim6, dim4]
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// This gives strides: [25935, 133, 5187, 19, 881790, 399, 51870, 1]
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// Note: strides go up/down/up/down - not monotonously increasing or decreasing
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// element_space_size = 2*3*5*7*11*13*17*19 = 9699690
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constexpr auto lengths = make_tuple(Number<2>{}, Number<3>{}, Number<5>{}, Number<7>{},
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Number<11>{}, Number<13>{}, Number<17>{}, Number<19>{});
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constexpr auto strides = make_tuple(Number<25935>{}, Number<133>{}, Number<5187>{}, Number<19>{},
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Number<881790>{}, Number<399>{}, Number<51870>{}, Number<1>{});
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constexpr auto desc = make_naive_tensor_descriptor(lengths, strides);
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EXPECT_EQ(desc.GetElementSpaceSize(), 9699690);
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}
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