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 |