public void RunTest_BigIntegerMatrix()
{
// A leitura é realizada por colunas.
var matrixText = "[[100000,1001,20005], [32534,4245341,56134513451], [21346136,1134613,1136135613]]";
var integerDomain = new BigIntegerDomain();
var variableName = "x";
var integerParser = new BigIntegerParser <string>();
var conversion = new BigIntegerToIntegerConversion();
var matrix = TestsHelper.ReadMatrix <BigInteger>(
3,
3,
matrixText,
(i, j) => new ArraySquareMathMatrix <BigInteger>(i),
integerParser);
var fastDivFreeCharacPolAlg = new FastDivisionFreeCharPolynomCalculator <BigInteger>(variableName, integerDomain);
var expected = TestsHelper.ReadUnivarPolynomial("1*x^3+-1140480954*x^2-58754054577367644*x+4689162494877443109176", integerDomain, integerParser, conversion, variableName);
var actual = fastDivFreeCharacPolAlg.Run(matrix as ISquareMathMatrix <BigInteger>);
Assert.AreEqual(expected, actual);
}
public void RunTest_IntegerMatrix()
{
// A leitura é realizada por colunas.
var matrixText = "[[1,-1,2], [3,4,5], [2,1,1]]";
var integerDomain = new IntegerDomain();
var variableName = "x";
var integerParser = new IntegerParser <string>();
var conversion = new ElementToElementConversion <int>();
var matrix = TestsHelper.ReadMatrix <int>(
3,
3,
matrixText,
(i, j) => new ArraySquareMathMatrix <int>(i),
integerParser,
true);
var fastDivFreeCharacPolAlg = new FastDivisionFreeCharPolynomCalculator <int>(variableName, integerDomain);
var expected = TestsHelper.ReadUnivarPolynomial("x^3-6*x^2+3*x+18", integerDomain, integerParser, conversion, variableName);
var actual = fastDivFreeCharacPolAlg.Run(matrix as ISquareMathMatrix <int>);
Assert.AreEqual(expected, actual);
}