| Package | Description |
|---|---|
| wytp.proof.rules | |
| wytp.proof.util |
| Modifier and Type | Method and Description |
|---|---|
Arithmetic.Polynomial |
Simplification.filter(Arithmetic.Polynomial p,
boolean sign) |
| Modifier and Type | Method and Description |
|---|---|
Arithmetic.Polynomial |
Simplification.filter(Arithmetic.Polynomial p,
boolean sign) |
static Arithmetic.Polynomial.Term |
CongruenceClosure.selectCandidateForSubstitution(Arithmetic.Polynomial p)
Examine all terms in a polynomial to see whether any is a candidate for
substitution or not.
|
| Modifier and Type | Field and Description |
|---|---|
static Arithmetic.Polynomial |
Arithmetic.Polynomial.ZERO |
| Modifier and Type | Method and Description |
|---|---|
Arithmetic.Polynomial |
Arithmetic.Polynomial.add(Arithmetic.Polynomial.Term p) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.add(Arithmetic.Polynomial p)
Add two polynomials together, producing a polynomial in normal form.
|
static Arithmetic.Polynomial |
Arithmetic.asPolynomial(WyalFile.Expr e) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.factorise()
Factorise a given polynomial.
|
Arithmetic.Polynomial |
Arithmetic.Polynomial.multiply(Arithmetic.Polynomial.Term rhs) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.multiply(Arithmetic.Polynomial p)
Multiply two polynomials together.
|
Arithmetic.Polynomial |
Arithmetic.Polynomial.multiply(BigInteger rhs) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.negate() |
Arithmetic.Polynomial |
Arithmetic.Polynomial.subtract(Arithmetic.Polynomial.Term p) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.subtract(Arithmetic.Polynomial p) |
| Modifier and Type | Method and Description |
|---|---|
Arithmetic.Polynomial |
Arithmetic.Polynomial.add(Arithmetic.Polynomial p)
Add two polynomials together, producing a polynomial in normal form.
|
int |
Arithmetic.Polynomial.compareTo(Arithmetic.Polynomial p) |
Arithmetic.Polynomial |
Arithmetic.Polynomial.multiply(Arithmetic.Polynomial p)
Multiply two polynomials together.
|
Arithmetic.Polynomial |
Arithmetic.Polynomial.subtract(Arithmetic.Polynomial p) |
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