ComplexNumber |
ComplexNumber.add(ComplexNumber c) |
ComplexNumber |
ComplexNumber.conjugate() |
static ComplexNumber |
ComplexNumber.getAlgebraicAssociator(ComplexNumber c1,
ComplexNumber c2,
ComplexNumber c3)
Although the complex numbers are associative, it turns out that they are useful for
checking the triviality of (nonassociative) identities.
|
static ComplexNumber |
ComplexNumber.getAlgebraicCommutator(ComplexNumber c1,
ComplexNumber c2) |
static ComplexNumber |
ComplexNumber.getAlgebraicProduct(ComplexNumber a,
ComplexNumber b) |
ComplexNumber |
ComplexNumber.getAntiCommutatorWith(ComplexNumber c) |
static ComplexNumber |
ComplexNumber.getAssociator(ComplexNumber c1,
ComplexNumber c2,
ComplexNumber c3) |
ComplexNumber |
ComplexNumber.getClone() |
static ComplexNumber |
ComplexNumber.getCommutator(ComplexNumber c1,
ComplexNumber c2) |
static ComplexNumber |
ComplexNumber.getCommutator(ComplexNumber c1,
ComplexNumber c2,
boolean collect_terms) |
ComplexNumber |
ComplexNumber.getCommutatorWith(ComplexNumber c) |
static ComplexNumber |
ComplexNumber.getConjugate(ComplexNumber c) |
static ComplexNumber |
ComplexNumber.getDifference(ComplexNumber c1,
ComplexNumber c2) |
ComplexNumber |
ComplexNumber.getGrade(int grade) |
static ComplexNumber |
ComplexNumber.getProduct(ComplexNumber c1,
ComplexNumber c2) |
static ComplexNumber |
ComplexNumber.getSum(ComplexNumber c1,
ComplexNumber c2) |
ComplexNumber |
ComplexNumber.multiplyWithScalar(java.lang.String scalar) |
ComplexNumber |
ComplexNumber.negate() |
ComplexNumber |
ComplexNumber.rightMultiplyWith(ComplexNumber c) |