i1 : methods BettiTally o1 = {0 => (**, BettiTally, BettiTally) } {1 => (*, QQ, BettiTally) } {2 => (*, ZZ, BettiTally) } {3 => (++, BettiTally, BettiTally) } {4 => (==, BettiTally, BettiTally) } {5 => (^, Ring, BettiTally) } {6 => (betti, BettiTally) } {7 => (codim, BettiTally) } {8 => (degree, BettiTally) } {9 => (dual, BettiTally) } {10 => (hilbertPolynomial, ZZ, BettiTally)} {11 => (hilbertSeries, ZZ, BettiTally) } {12 => (lift, BettiTally, ZZ) } {13 => (mathML, BettiTally) } {14 => (net, BettiTally) } {15 => (pdim, BettiTally) } {16 => (poincare, BettiTally) } {17 => (regularity, BettiTally) } {18 => (SPACE, BettiTally, Array) } {19 => (SPACE, BettiTally, ZZ) } {20 => (tex, BettiTally) } {21 => (texMath, BettiTally) } o1 : NumberedVerticalList |
i2 : methods resolution o2 = {0 => (resolution, Ideal) } {1 => (resolution, Matrix) } {2 => (resolution, Module) } {3 => (resolution, MonomialIdeal)} o2 : NumberedVerticalList |
i3 : methods symbol @@ o3 = {0 => ((@@, =), Thing, Thing) } {1 => ((@@, =), Type, Type) } {2 => (@@, Function, Function)} {3 => (@@, Thing, Thing) } o3 : NumberedVerticalList |
i4 : methods( symbol ++, Module) o4 = {0 => (++, GradedModule, Module)} {1 => (++, Module, GradedModule)} {2 => (++, Module, Module) } o4 : NumberedVerticalList |
i5 : methods( Matrix, Matrix ) o5 = {0 => (%, Matrix, Matrix) } {1 => (**, Matrix, Matrix) } {2 => (*, Matrix, Matrix) } {3 => (++, Matrix, Matrix) } {4 => (+, Matrix, Matrix) } {5 => (-, Matrix, Matrix) } {6 => (//, Matrix, Matrix) } {7 => (==, Matrix, Matrix) } {8 => (\\, Matrix, Matrix) } {9 => (|, Matrix, Matrix) } {10 => (||, Matrix, Matrix) } {11 => (contract', Matrix, Matrix) } {12 => (contract, Matrix, Matrix) } {13 => (diff', Matrix, Matrix) } {14 => (diff, Matrix, Matrix) } {15 => (Hom, Matrix, Matrix) } {16 => (homology, Matrix, Matrix) } {17 => (jacobianDual, Matrix, Matrix, Matrix)} {18 => (markedGB, Matrix, Matrix) } {19 => (modulo, Matrix, Matrix) } {20 => (quotient', Matrix, Matrix) } {21 => (quotient, Matrix, Matrix) } {22 => (quotientRemainder', Matrix, Matrix) } {23 => (quotientRemainder, Matrix, Matrix) } {24 => (remainder', Matrix, Matrix) } {25 => (remainder, Matrix, Matrix) } {26 => (solve, Matrix, Matrix) } {27 => (subquotient, Matrix, Matrix) } {28 => (subquotient, Module, Matrix, Matrix) } {29 => (substitute, Matrix, Matrix) } o5 : NumberedVerticalList |