Depth : Index

• Attempts -- generates an inhomogeneous system of parameters
• Bound -- generates an inhomogeneous system of parameters
• Depth -- Finds the depth of a module or ideal, and systems of parameters in an ideal
• depth(Ideal,Ideal) -- computes the depth of a ring
• depth(Ideal,Module) -- computes the depth of a ring
• depth(Ideal,Ring) -- computes the depth of a ring
• depth(Module) -- computes the depth of a ring
• depth(Ring) -- computes the depth of a ring
• inhomogeneousSystemOfParameters -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(...,Attempts=>...) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(...,Bound=>...) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(...,Maximal=>...) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(...,Sparseness=>...) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(Ideal) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(Ideal,Ring) -- generates an inhomogeneous system of parameters
• inhomogeneousSystemOfParameters(Ring) -- generates an inhomogeneous system of parameters
• isCM -- whether a ring or module is Cohen-Macaulay
• isCM(Module) -- whether a ring or module is Cohen-Macaulay
• isCM(Ring) -- whether a ring or module is Cohen-Macaulay
• isRegularSequence -- whether a list is regular over a ring or module
• isRegularSequence(List) -- whether a list is regular over a ring or module
• isRegularSequence(List,Module) -- whether a list is regular over a ring or module
• isRegularSequence(List,Ring) -- whether a list is regular over a ring or module
• isRegularSequence(Matrix) -- whether a list is regular over a ring or module
• isRegularSequence(Matrix,Module) -- whether a list is regular over a ring or module
• isRegularSequence(Matrix,Ring) -- whether a list is regular over a ring or module
• Maximal -- generates an inhomogeneous system of parameters
• regularSequenceCheck -- how much of a list is regular
• regularSequenceCheck(List,Module) -- how much of a list is regular
• regularSequenceCheck(List,Ring) -- how much of a list is regular
• regularSequenceCheck(Matrix,Module) -- how much of a list is regular
• regularSequenceCheck(Matrix,Ring) -- how much of a list is regular
• Seed -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• Sparseness -- generates an inhomogeneous system of parameters
• systemOfParameters -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(...,Attempts=>...) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(...,Density=>...) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(...,Seed=>...) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(...,Verbose=>...) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(Ideal) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(Ring) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal
• systemOfParameters(ZZ,Ideal) -- finds a relatively sparse homogeneous system of parameters of minimal degree in an ideal