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76 | 76 | _test_monomials([x, y], 3, [x^3, x^2 * y, x * y^2, y^3])
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77 | 77 | end
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78 | 78 |
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79 |
| -@testset "Reverse{LexOrder}" begin |
80 |
| - @polyvar x y monomial_order = Reverse{LexOrder} |
81 |
| - _test_less(y^2, y) |
82 |
| - _test_less(y, x^0) |
| 79 | +@testset "Graded{Reverse{LexOrder}}" begin |
| 80 | + @polyvar x y monomial_order = Graded{Reverse{LexOrder}} |
| 81 | + _test_less(y, y^2) |
| 82 | + _test_less(x^0, y) |
83 | 83 | _test_less(x, y^2)
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84 | 84 | _test_less(x^2, x * y^2)
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85 | 85 | _test_monomials([x, y], 3, [x^3, x^2 * y, x * y^2, y^3])
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86 |
| -end |
87 |
| - |
88 |
| -@testset "Reverse{InverseLexOrder}" begin |
89 |
| - @polyvar x y monomial_order = Reverse{InverseLexOrder} |
90 |
| - _test_less(y^2, y) |
91 |
| - _test_less(y, x^0) |
92 |
| - _test_less(y^2, x) |
93 |
| - _test_less(x * y^2, x^2) |
94 |
| - _test_monomials([x, y], 3, [y^3, y^2 * x, y * x^2, x^3]) |
95 |
| - _test_monomials([x, y], 1:2, [y^2, x * y, y, x^2, x]) |
96 |
| - _test_monomials([x, y], [0, 1, 3], [y^3, x*y^2, x^2*y, y, x^3, x, 1]) |
| 86 | + _test_monomials([x, y], 1:2, [x, y, x^2, x * y, y^2]) |
| 87 | + _test_monomials([x, y], [0, 1, 3], [1, x, y, x^3, x^2 * y, x * y^2, y^3]) |
97 | 88 | end
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98 | 89 |
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99 | 90 | @testset "Graded{Reverse{InverseLexOrder}}" begin
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