i1 : methods BettiTally
o1 = {(**, BettiTally, BettiTally) }
{(*, QQ, BettiTally) }
{(*, ZZ, BettiTally) }
{(++, BettiTally, BettiTally) }
{(==, BettiTally, BettiTally) }
{(betti, BettiTally) }
{(codim, BettiTally) }
{(degree, BettiTally) }
{(dual, BettiTally) }
{(hilbertPolynomial, ZZ, BettiTally)}
{(hilbertSeries, ZZ, BettiTally) }
{(lift, BettiTally, ZZ) }
{(mathML, BettiTally) }
{(net, BettiTally) }
{(pdim, BettiTally) }
{(poincare, BettiTally) }
{(regularity, BettiTally) }
{(SPACE, BettiTally, Array) }
{(SPACE, BettiTally, ZZ) }
{(tex, BettiTally) }
{(texMath, BettiTally) }
o1 : VerticalList
|
i2 : methods resolution
o2 = {(resolution, Ideal) }
{(resolution, Matrix) }
{(resolution, Module) }
{(resolution, MonomialIdeal)}
o2 : VerticalList
|
i3 : methods symbol @@
o3 = {((@@, =), Thing, Thing) }
{((@@, =), Type, Type) }
{(@@, Function, Function)}
{(@@, Thing, Thing) }
o3 : VerticalList
|
i4 : methods( symbol ++, Module)
o4 = {(++, GradedModule, Module)}
{(++, Module, GradedModule)}
{(++, Module, Module) }
o4 : VerticalList
|
i5 : methods( Matrix, Matrix )
o5 = {(%, Matrix, Matrix) }
{(**, Matrix, Matrix) }
{(*, Matrix, Matrix) }
{(++, Matrix, Matrix) }
{(+, Matrix, Matrix) }
{(-, Matrix, Matrix) }
{(//, Matrix, Matrix) }
{(==, Matrix, Matrix) }
{(|, Matrix, Matrix) }
{(||, Matrix, Matrix) }
{(contract', Matrix, Matrix) }
{(contract, Matrix, Matrix) }
{(diff', Matrix, Matrix) }
{(diff, Matrix, Matrix) }
{(homology, Matrix, Matrix) }
{(markedGB, Matrix, Matrix) }
{(modulo, Matrix, Matrix) }
{(quotient', Matrix, Matrix) }
{(quotient, Matrix, Matrix) }
{(quotientRemainder', Matrix, Matrix) }
{(quotientRemainder, Matrix, Matrix) }
{(remainder', Matrix, Matrix) }
{(remainder, Matrix, Matrix) }
{(solve, Matrix, Matrix) }
{(subquotient, Matrix, Matrix) }
{(subquotient, Module, Matrix, Matrix)}
{(substitute, Matrix, Matrix) }
o5 : VerticalList
|