jython interface to JAS.
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Ring
Represents a JAS polynomial ring: GenPolynomialRing.
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Ideal
Represents a JAS polynomial ideal: PolynomialList and Ideal.
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ParamIdeal
Represents a JAS polynomial ideal with polynomial coefficients.
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SolvableRing
Represents a JAS solvable polynomial ring: GenSolvablePolynomialRing.
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SolvableIdeal
Represents a JAS solvable polynomial ideal.
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Module
Represents a JAS module over a polynomial ring.
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SubModule
Represents a JAS sub-module over a polynomial ring.
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SolvableModule
Represents a JAS module over a solvable polynomial ring.
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SolvableSubModule
Represents a JAS sub-module over a solvable polynomial ring.
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SeriesRing
Represents a JAS power series ring: UnivPowerSeriesRing.
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MultiSeriesRing
Represents a JAS power series ring: MultiVarPowerSeriesRing.
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PSIdeal
Represents a JAS power series ideal.
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RingElem
Proxy for JAS ring elements.
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PolyRing
Represents a JAS polynomial ring: GenPolynomialRing.
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SolvPolyRing
Represents a JAS solvable polynomial ring: GenSolvablePolynomialRing.
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EF
Extension field builder.
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startLog()
Configure the log4j system and start logging. |
source code
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terminate()
Terminate the running thread pools. |
source code
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noThreads()
Turn off automatic parallel threads usage. |
source code
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ZZ(z=0)
Create JAS BigInteger as ring element. |
source code
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ZM(m,
z=0,
field=False)
Create JAS ModInteger as ring element. |
source code
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QQ(d=0,
n=1)
Create JAS BigRational as ring element. |
source code
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CC(re=BigRational(),
im=BigRational())
Create JAS BigComplex as ring element. |
source code
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CR(re=BigRational(),
im=BigRational(),
ring=None)
Create JAS generic Complex as ring element. |
source code
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DD(d=0)
Create JAS BigDecimal as ring element. |
source code
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Quat(re=BigRational(),
im=BigRational(),
jm=BigRational(),
km=BigRational())
Create JAS BigQuaternion as ring element. |
source code
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Oct(ro=BigQuaternion(),
io=BigQuaternion())
Create JAS BigOctonion as ring element. |
source code
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AN(m,
z=0,
field=False,
pr=None)
Create JAS AlgebraicNumber as ring element. |
source code
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RealN(m,
i,
r=0)
Create JAS RealAlgebraicNumber as ring element. |
source code
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RF(pr,
d=0,
n=1)
Create JAS rational function Quotient as ring element. |
source code
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RC(ideal,
r=0)
Create JAS polynomial Residue as ring element. |
source code
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LC(ideal,
d=0,
n=1)
Create JAS polynomial Local as ring element. |
source code
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RR(flist,
n=1,
r=0)
Create JAS regular ring Product as ring element. |
source code
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PS(cofac,
name,
f=None,
truncate=None)
Create JAS UnivPowerSeries as ring element. |
source code
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MPS(cofac,
names,
f=None,
truncate=None)
Create JAS MultiVarPowerSeries as ring element. |
source code
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Vec(cofac,
n,
v=None)
Create JAS GenVector ring element. |
source code
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Mat(cofac,
n,
m,
v=None)
Create JAS GenMatrix ring element. |
source code
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coercePair(a,
b)
Coerce type a to type b or type b to type a. |
source code
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