public void Test4()
{
var polynomials = new List <Polynomial> {
new Polynomial(new List <RationalNumber> {
0, 0, 1
}, XName)
};
var saturatedSystem = SimpleSaturator.Saturate(polynomials).ToList();
var expected = new List <Polynomial>
{
new Polynomial(new List <RationalNumber> {
0
}, XName),
new Polynomial(new List <RationalNumber> {
2
}, XName),
new Polynomial(new List <RationalNumber> {
0, 2
}, XName),
new Polynomial(new List <RationalNumber> {
0, 0, 1
}, XName),
};
CollectionAssert.AreEquivalent(expected, saturatedSystem);
}
public void Test3()
{
var polynomials = new List <Polynomial> {
new Polynomial(new List <RationalNumber> {
1, 1, 0, 1
}, XName)
};
var saturatedSystem = SimpleSaturator.Saturate(polynomials).ToList();
var expected = new List <Polynomial>
{
new Polynomial(new List <RationalNumber> {
-9
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(-31, 8)
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(2, 3)
}, XName),
new Polynomial(new List <RationalNumber> {
1
}, XName),
new Polynomial(new List <RationalNumber> {
6
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(31, 4)
}, XName),
new Polynomial(new List <RationalNumber> {
1, new RationalNumber(2, 3)
}, XName),
new Polynomial(new List <RationalNumber> {
0, 6
}, XName),
new Polynomial(new List <RationalNumber> {
1, 0, 3
}, XName),
new Polynomial(new List <RationalNumber> {
1, 1, 0, 1
}, XName)
};
foreach (var p in expected)
{
if (saturatedSystem.Contains(p))
{
continue;
}
throw new Exception();
}
CollectionAssert.AreEquivalent(expected, saturatedSystem);
}
public void Test1()
{
var polynomials = new List <Polynomial> {
new Polynomial(new List <RationalNumber> {
0
}, XName)
};
var saturatedSystem = SimpleSaturator.Saturate(polynomials).ToList();
CollectionAssert.AreEquivalent(polynomials, saturatedSystem);
}
public void Test5()
{
var polynomials = new List <Polynomial> {
new Polynomial(new List <RationalNumber> {
1, -1, -1, 1
}, XName)
};
var saturatedSystem = SimpleSaturator.Saturate(polynomials).ToList();
var expected = new List <Polynomial>
{
new Polynomial(new List <RationalNumber> {
0
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(16, 27)
}, XName),
new Polynomial(new List <RationalNumber> {
4
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(-4, 3)
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(-8, 9)
}, XName),
new Polynomial(new List <RationalNumber> {
new RationalNumber(8, 9), new RationalNumber(-8, 9)
},
XName),
new Polynomial(new List <RationalNumber> {
6
}, XName),
new Polynomial(new List <RationalNumber> {
-2, 6
}, XName),
new Polynomial(new List <RationalNumber> {
-1, -2, 3
}, XName),
new Polynomial(new List <RationalNumber> {
1, -1, -1, 1
}, XName)
};
CollectionAssert.AreEquivalent(expected, saturatedSystem);
}
public void Test5()
{
var polynomials = new List <Polynomial> {
new Polynomial(new List <RationalNumber> {
0
}, XName)
};
var saturatedSystem = SimpleSaturator.Saturate(polynomials).ToList();
var table = new SimpleTarskiTable(saturatedSystem);
var signs = table[polynomials[0]].ToList();
var expected = new List <Sign> {
Sign.Zero, Sign.Zero
};
CollectionAssert.AreEquivalent(expected, signs);
}