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Inst. f. Mathematik

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Algebra und Zahlentheorie

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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

M

MakeCoprime ( elt-ids^int/ord^num, elt-ids^int/ord^num ) -> elt-fld^fra

MakePoint ( grp^ell, list ) -> elt-grp^ell

MakePoints ( grp^ell, elt-fld^fin ) -> elt-grp^ell

MantissaExponent ( elt-fld^rea ) -> elt-fld^rea, elt-ord^rat

Map ( any, any, func ) -> map()

Map ( any, any, func, func ) -> map()

MapAlist ( alist, func )

MapAlist ( func, alist )

Mapc ( func, list )

Mapconcat ( func, list ) -> string

Mapconcat ( func, list, string ) -> string

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

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

Matrix ( elt-ord^rat, elt-ord^rat, seq(elt-rng) ) -> elt-alg^mat

Matrix ( elt-ord^rat, elt-ord^rat, seq(tup()) ) -> elt-alg^mat

Matrix ( elt-ord^rat, seq(elt-rng) ) -> elt-alg^mat

Matrix ( list ) -> elt-alg^mat

Matrix ( rng, elt-alg^mat ) -> elt-alg^mat

Matrix ( rng, elt-ord^rat, elt-ord^rat, seq(elt-rng) ) -> elt-alg^mat

Matrix ( rng, elt-ord^rat, elt-ord^rat, seq(tup()) ) -> elt-alg^mat

Matrix ( rng, elt-ord^rat, seq(elt-rng) ) -> elt-alg^mat

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

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

MatrixAlgebra ( alg^mat, fld^fin ) -> alg^mat, map()

MatrixAlgebra ( fld^fin, fld^fin ) -> alg^mat, map()

MatrixAlgebra ( rng, elt-ord^rat ) -> alg^mat

MatrixRing ( alg^mat, fld^fin ) -> alg^mat, map()

MatrixRing ( fld^fin, fld^fin ) -> alg^mat, map()

MatrixRing ( rng, elt-ord^rat ) -> alg^mat

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

Max ( any, elt-ord^inf ) -> any

Max ( elt-fld^rat, elt-fld^rat ) -> elt-fld^rat

Max ( elt-fld^rea, elt-fld^rea ) -> elt-fld^rea

Max ( elt-ord^inf, any ) -> any

Max ( elt-ord^inf, elt-ord^inf ) -> any

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

Max ( seq() ) -> any, elt-ord^rat

MaximalIdeals ( alg^mat ) -> seq(), elt-alg^boo

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

MaximalOrder ( fld^fra ) -> ord^num

MaximalOrder ( ord^fun ) -> ord^fun

MaximalOrder ( ord^num ) -> ord^num

MaximalOrderFinite ( fld^fun ) -> ord^fun

MaximalOrderInfinite ( fld^fun ) -> ord^fun

MaximalSubgroups ( grp^abl ) -> seq()

Maximum ( any, elt-ord^inf ) -> any

Maximum ( elt-fld^rat, elt-fld^rat ) -> elt-fld^rat

Maximum ( elt-fld^rea, elt-fld^rea ) -> elt-fld^rea

Maximum ( elt-ord^inf, any ) -> any

Maximum ( elt-ord^inf, elt-ord^inf ) -> any

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

Maximum ( seq() ) -> any

Maximum ( set ) -> any

Maximum ( tup() ) -> any

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

MergeDocumentation ( record )

MergeUnits ( fld^num, elt-fld^num ) -> elt-alg^boo

MergeUnits ( ord^num, elt-ord^num ) -> elt-alg^boo

Min ( any, elt-ord^inf ) -> any

Min ( elt-fld^fun, ord^fun ) -> elt-rng, elt-rng

Min ( elt-fld^rat, elt-fld^rat ) -> elt-fld^rat

Min ( elt-fld^rea, elt-fld^rea ) -> elt-fld^rea

Min ( elt-ids^fra/ord^num ) -> elt-rng

Min ( elt-ids^int/ord^fun ) -> elt-rng, elt-rng

Min ( elt-ord^fun, ord^fun ) -> elt-rng, elt-rng

Min ( elt-ord^inf, any ) -> any

Min ( elt-ord^inf, elt-ord^inf ) -> elt-ord^inf

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

Min ( elt-pls/fld^fun ) -> elt-rng

Min ( seq() ) -> any, elt-ord^rat

MinimalCyclotomicField ( elt-fld^rat ) -> rng

MinimalPolynomial ( elt-fld^fin ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^fin, fld^fin ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^fra ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^fra, rng ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^fun ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^fun, rng ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^pad ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^pad, fld^pad ) -> elt-alg^pol

MinimalPolynomial ( elt-fld^rat ) -> elt-alg^pol

MinimalPolynomial ( elt-ord^fun ) -> elt-alg^pol

MinimalPolynomial ( elt-ord^fun, rng ) -> elt-alg^pol

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

MinimalPolynomial ( elt-ord^num, rng ) -> elt-alg^pol

MinimalPolynomial ( elt-ord^pad ) -> elt-alg^pol

MinimalPolynomial ( elt-ord^pad, ord^pad ) -> elt-alg^pol

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

MinimalPolynomial ( elt-res^pad ) -> elt-alg^pol

MinimalPolynomial ( elt-res^pad, res^pad ) -> elt-alg^pol

MinimalPolynomial ( elt-res^pol ) -> elt-alg^pol

Minimum ( any, elt-ord^inf ) -> any

Minimum ( elt-fld^fun, ord^fun ) -> elt-rng, elt-rng

Minimum ( elt-fld^rat, elt-fld^rat ) -> elt-fld^rat

Minimum ( elt-fld^rea, elt-fld^rea ) -> elt-fld^rea

Minimum ( elt-ids^fra/ord^num ) -> elt-rng

Minimum ( elt-ids^int/ord^fun ) -> elt-rng, elt-rng

Minimum ( elt-ord^fun, ord^fun ) -> elt-rng, elt-rng

Minimum ( elt-ord^inf, any ) -> any

Minimum ( elt-ord^inf, elt-ord^inf ) -> elt-ord^inf

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

Minimum ( elt-pls/fld^fun ) -> elt-rng

Minimum ( seq() ) -> any

Minimum ( set ) -> any

Minimum ( tup() ) -> any

MinkowskiBound ( fld^num ) -> elt-ord^rat

MinkowskiBound ( ord^num ) -> elt-ord^rat

MinusInfinity -> elt-ord^inf

elt-alg^pol mod elt-alg^pol -> elt-alg^pol

elt-dvs/fld^fun mod elt-ord^rat -> elt-dvs/fld^fun

elt-grp^per mod elt-grp^per -> elt-grp^per

elt-ord^fun mod elt-ids^int/ord^fun -> elt-ord^fun

elt-ord^num mod elt-ids^int/ord^num -> elt-ord^num

elt-ord^rat mod elt-ord^rat -> elt-ord^rat

elt-pls/fld^fun mod elt-ord^rat -> elt-dvs/fld^fun

record mod record -> any

Modexp ( elt-alg^pol, elt-ord^rat, elt-alg^pol ) -> elt-alg^pol

Modexp ( elt-ord^fun, elt-ord^rat, elt-rng ) -> elt-ord^fun

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

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

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

Modinv ( elt-ord^fun, elt-ids^int/ord^fun ) -> elt-ord^fun

Modinv ( elt-ord^fun, elt-rng ) -> elt-ord^fun

Modinv ( elt-ord^num, elt-ids^int/ord^num ) -> elt-ord^num

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

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

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

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

Module ( elt-ids^fra/ord^num ) -> mdl^ded, map()

Module ( elt-ids^int/ord^fun ) -> mdl^ded, map()

Module ( ord^fun ) -> mdl^ded, map()

Module ( ord^fun, elt-ord^rat ) -> mdl^ded

Module ( ord^num ) -> mdl^ded, map()

Module ( ord^num, elt-ord^rat ) -> mdl^ded

Module ( seq(elt-ids^fra/ord^num) ) -> mdl^ded

Module ( seq(elt-ids^int/ord^fun) ) -> mdl^ded

Module ( seq(elt-mdl) ) -> mdl^ded, map(), elt-mdl^mat

Module ( seq(elt-mdl^vec) ) -> mdl^ded, map(), elt-mdl^mat

Module ( seq(tup()) ) -> mdl^ded, map()

Modules and Lattices

Moduli ( mdl^vec ) -> seq()

Modulus ( elt-fld^com ) -> elt-fld^rea

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

Modulus ( res^num ) -> elt-ord^rat

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

Modulus ( res^pol ) -> elt-alg^pol

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

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

MoebiusMu ( seq() ) -> elt-ord^rat

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

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

Morphism ( grp^abl, grp^abl ) -> elt-mdl^mat

Morphism ( mdl, mdl ) -> elt-mdl^mat

Morphism ( mdl^ded, mdl^ded ) -> map()

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

MultiplicationTable ( ord^fun ) -> seq()

MultiplicationTable ( ord^num ) -> seq()

MultiplicativeGroup ( fld^fin ) -> grp^abl, map()

MultiplicativeGroup ( fld^num ) -> grp^abl, map()

MultiplicativeGroup ( ord^num ) -> grp^abl, map()

MultiplicativeGroup ( ord^rat ) -> grp^abl, map()

MultiplicativeGroup ( res^num ) -> grp^abl, map()

MultiplicativeGroup ( res^pad ) -> grp^abl, map()

MultiplicativeGroup ( res^rat ) -> grp^abl, map()

MultiplicatorRing ( elt-ids^fra/ord^num ) -> rng

MultiplicatorRing ( elt-ids^int/ord^fun ) -> ord^fun

MultiplyColumn ( elt-alg^mat, elt-rng, elt-ord^rat ) -> elt-alg^mat

MultiplyColumn_ ( elt-alg^mat, elt-rng, elt-ord^rat )

MultiplyRow ( elt-alg^mat, elt-rng, elt-ord^rat ) -> elt-alg^mat

MultiplyRow_ ( elt-alg^mat, elt-rng, elt-ord^rat )

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