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updated NonPrincipalTestIdeals for pull request
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M2/Macaulay2/packages/NonPrincipalTestIdeals.m2

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@@ -1,16 +1,15 @@
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newPackage(
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"NonPrincipalTestIdeals",
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Version => "1.0",
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Date => "September 27th, 2025",
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Date => "September 28th, 2025",
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Authors => {
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{Name => "Trung Chau", Email => "[email protected]", HomePage => "https://trungchaumath.github.io/"},
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{Name => "Karl Schwede", Email => "[email protected]", HomePage => "https://www.math.utah.edu/~schwede/"},
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{Name => "Hunter Simper", Email => "[email protected]", HomePage => "https://www.huntersimper.com/"}},
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Headline => "",
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Headline => "singularities of pairs with non-principal ideals",
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Keywords => {"Test ideal", "Extended Rees algebra", "F-pure threshold", "canonical module", "F-jumping number"},
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Keywords => {"Commutative algebra", "Singularities"},
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DebuggingMode => false,
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Reload=>true,
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Reload=>false,
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PackageExports => {"Divisor", "TestIdeals", "FrobeniusThresholds", "ReesAlgebra", "Complexes"}
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)
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export{
@@ -55,7 +54,7 @@ torsionOrder(ZZ, Ideal) := (ZZ, Ideal) => opts -> (n1, I1) -> (
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if isInvertibleIdeal(curIdeal) then return (i, curIdeal);
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i = i+1;
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);
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return (0, ideal(sub(0, ring I1)));
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(0, ideal(sub(0, ring I1)))
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);
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@@ -1575,7 +1574,6 @@ assert (not isFPT(1+5/6, J));
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///
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TEST ///--#17, checking a non-polynomial FPT
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loadPackage "NonPrincipalTestIdeals"
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R = ZZ/3[x,y,z]/ideal(x*y-z^2); --threshold should be 1
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J = ideal(x,y,z);
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assert(isFPT(1/1,J))

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