Index

→

Inst. f. Mathematik

→

Algebra und Zahlentheorie

→

→

→

KASH³ Index

other A B C D E F G H I J K L M N O P Q R S T U V W X Z

E

E -> elt-fld^rea

EchelonForm ( elt-alg^mat ) -> elt-alg^mat, elt-alg^mat

EchelonForm ( elt-alg^mat/ord^pow ) -> elt-alg^mat

EchelonForm ( elt-alg^mat/res^pow ) -> elt-alg^mat

EchelonForm ( elt-mdl^mat ) -> elt-mdl^mat, elt-alg^mat

ECHOon ( file ) -> ord^num

ECHOon ( string ) -> ord^num

Eigenspace ( elt-alg^mat, elt-rng ) -> mdl^vec

Eigenvalues ( elt-alg^mat ) -> seq()

Eisenstein ( elt-ord^rat, elt-fld^com ) -> elt-fld^com

Eisenstein ( elt-ord^rat, elt-rng^ser ) -> elt-rng^ser

Eisenstein ( elt-ord^rat, seq() ) -> elt-fld^com

Element ( alg^pol/fld^fin, elt-alg^pol/ord^pow ) -> elt-alg^pol

Element ( alg^pol/fld^fin, elt-alg^pol/res^pow ) -> elt-alg^pol

Element ( alg^pol/ord^pow, any ) -> elt-alg^pol/ord^pow

Element ( alg^pol/ord^pow, elt-alg^pol ) -> elt-alg^pol/ord^pow

Element ( alg^pol/ord^ser, elt-alg^pol/ord^pow ) -> elt-alg^pol

Element ( alg^pol/res^pow, any ) -> elt-alg^pol/res^pow

Element ( any, nof(any) ) -> elt-any

Element ( ord^pow, any ) -> elt-ord^pow

Element ( res^pow, any ) -> elt-res^pow

ElementaryAbelianQuotient ( grp^abl, elt-ord^rat ) -> grp^abl, map()

ElementaryDivisors ( elt-alg^mat ) -> seq()

ElementaryDivisors ( grp^abl ) -> seq()

ElementaryDivisors ( mdl^ded, mdl^ded ) -> seq()

ElementToSequence ( elt-alg^mat/ord^pow ) -> list

ElementToSequence ( elt-alg^mat/res^pow ) -> list

ElementToSequence ( elt-alg^pol/ord^pow ) -> seq(elt-ord^pow)

ElementToSequence ( elt-alg^pol/res^pow ) -> seq(elt-res^pow)

ElementToSequence ( list ) -> list

EllipticCurve ( elt-ord^rat, list ) -> grp^ell

EllipticFunctionField ( grp^ell ) -> fld^fun

elt-dif/fld^fun

elt-dvs/fld^fun

elt-dvs/fld^num

elt-ids^fra/ord^num

elt-ids^int/ord^fun

elt-ids^int/ord^num

elt-mdl/ord^rat

elt-mdl^vec/fld

elt-pls/fld^fun

elt-pls/fld^num

EltPowerMod ( elt-ord^num, elt-ord^rat, elt-ord^rat ) -> elt-ord^num

EmbeddingMap ( fld^fra, fld^fra ) -> map()

EndVertices ( newtface ) -> seq()

Eq ( any, any ) -> elt-alg^boo

EqualDegreeFactorization ( elt-alg^pol, elt-ord^rat, elt-alg^pol ) -> seq()

EquationOrder ( elt-alg^pol ) -> ord^num

EquationOrder ( fld^abl ) -> ord^num

EquationOrder ( fld^num ) -> ord^num

EquationOrder ( ord^fun ) -> ord^fun

EquationOrder ( ord^num ) -> ord^num

EquationOrderFinite ( fld^fun ) -> ord^fun

EquationOrderInfinite ( fld^fun ) -> ord^fun

Erf ( elt-fld^rea ) -> elt-fld^rea

Error ( nof(any) )

ErrorFunction ( elt-fld^rea ) -> elt-fld^rea

EuclideanNorm ( elt-alg^pol ) -> elt-ord^rat

EuclideanNorm ( elt-ord^rat ) -> elt-ord^rat

EuclideanNorm ( elt-res^pad ) -> elt-ord^rat

EuclideanNorm ( elt-res^rat ) -> elt-ord^rat

EulerGamma ( fld^com ) -> elt-fld^com

EulerGamma ( fld^rea ) -> elt-fld^rea

EulerianNumber ( elt-ord^rat, elt-ord^rat ) -> elt-ord^rat

EulerPhi ( elt-ord^rat ) -> elt-ord^rat

EulerPhi ( seq(tup()) ) -> elt-ord^rat

EulerProduct ( ord^num, elt-ord^rat ) -> elt-fld^rea

EvalString ( string ) -> any

Evaluate ( elt-alg^pol, elt-rng ) -> elt-rng

Evaluate ( elt-alg^pol/ord^pow, elt-alg^pol/ord^pow ) -> elt-alg^pol/ord^pow

Evaluate ( elt-alg^pol/ord^pow, elt-ord^pow ) -> elt-ord^pow

Evaluate ( elt-alg^pol/res^pow, elt-alg^pol/res^pow ) -> elt-alg^pol/res^pow

Evaluate ( elt-fld^pol, elt-rng ) -> elt-fld^pol

Evaluate ( elt-res^pol, elt-rng ) -> elt-rng

Evaluate ( elt-rng, elt-pls/fld^fun ) -> elt-rng

Evaluate ( elt-rng^ser, elt-rng ) -> elt-rng

Evaluate ( thue, elt-ord^rat, elt-ord^rat ) -> elt-ord^rat

Evaluate ( thue, seq(elt-ord^rat) ) -> elt-ord^rat

EvaluateClassGroup ( ord^num ) -> elt-alg^boo

ExactConstantField ( fld^fun ) -> rng, map()

ExactQuotient ( elt-rng, elt-rng ) -> elt-alg^boo, elt-rng

ExceptionalUnitOrbit ( elt-ord^num ) -> seq()

ExceptionalUnits ( ord^num ) -> seq()

Exec ( string )

ExistsConwayPolynomial ( elt-ord^rat, elt-ord^rat ) -> elt-alg^boo, elt-alg^pol

ExistsDocumentation ( string ) -> elt-alg^boo

Exp ( elt-fld^com ) -> elt-fld^com

Exp ( elt-fld^pad ) -> elt-fld^pad

Exp ( elt-fld^rea ) -> elt-fld^rea

Exp ( elt-ord^pad ) -> elt-ord^pad

Exp ( elt-res^pad ) -> elt-res^pad

Exp ( elt-rng^ser ) -> elt-rng^ser

Expand ( elt-fld^fun, elt-pls/fld^fun ) -> elt-rng^ser, elt-fld^fun

Expand ( elt-fld^pad ) -> elt-fld^pad

Expand ( elt-ord^pad ) -> elt-ord^pad

ExpandToPrecision ( elt-alg^pol, elt-rng^ser, elt-ord^rat ) -> elt-rng^ser

Exponent ( grp^abl ) -> elt-ord^rat

ExponentDenominator ( elt-rng^ser ) -> elt-ord^rat

ExponentialIntegral ( elt-fld^rea ) -> elt-fld^rea

ExponentialIntegralE1 ( elt-fld^rea ) -> elt-fld^rea

Extend ( any ) -> record

ExtendedGreatestCommonDivisor ( elt-alg^pol, elt-alg^pol ) -> elt-alg^pol, elt-alg^pol, elt-alg^pol

ExtendedGreatestCommonDivisor ( elt-ord^rat, elt-ord^rat ) -> elt-ord^rat, elt-ord^rat, elt-ord^rat

ExtendedGreatestCommonDivisor ( seq(elt-ord^rat) ) -> elt-ord^rat, seq()

ExtendField ( mdl, fld^fin ) -> mdl, map()

ExtendField ( mdl^mat/fld, fld^fin ) -> mdl^mat/fld, map()

ExtendField ( mdl^vec/fld, fld^fin ) -> mdl^vec/fld, map()

Extension ( any, nof(any) ) -> any

ExteriorSquare ( elt-alg^mat ) -> elt-alg^mat

ExtractBlock ( elt-alg^mat, elt-ord^rat, elt-ord^rat, elt-ord^rat, elt-ord^rat ) -> elt-alg^mat

ExtractBlock ( elt-alg^mat/ord^pow, elt-ord^rat, elt-ord^rat, elt-ord^rat, elt-ord^rat ) -> elt-alg^mat/ord^pow

ExtractBlock ( elt-alg^mat/res^pow, elt-ord^rat, elt-ord^rat, elt-ord^rat, elt-ord^rat ) -> elt-alg^mat/res^pow

ExtractBlockRange ( elt-alg^mat, elt-ord^rat, elt-ord^rat, elt-ord^rat, elt-ord^rat ) -> elt-alg^mat

ExtractOptarg ( list ) -> record

ExtractOptarg_ ( list ) -> record

Built: Mon Nov 14 21:15:56 UTC 2005 on mack