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# VNumber : Index

• control -- optional argument for vFunctionP and vFunction
• isStablePrime -- test whether a prime ideal is a stable prime of a ideal $I$
• isStablePrime(Ideal,Ideal) -- test whether a prime ideal is a stable prime of a ideal $I$
• reesMap -- compute the Rees map of $I$
• reesMap(Ideal) -- compute the Rees map of $I$
• soc -- compute the $\text{Soc}_\mathfrak{p}^*(I)$, where $I$ is a monomial ideal
• soc(Ideal,Ideal) -- compute the $\text{Soc}_\mathfrak{p}^*(I)$, where $I$ is a monomial ideal
• stableMax -- compute the set of stable primes of a monomial ideal that are maximal with respect to the inclusion.
• stableMax(Ideal) -- compute the set of stable primes of a monomial ideal that are maximal with respect to the inclusion.
• stablePrimes -- compute the set of stable primes of a monomial ideal
• stablePrimes(Ideal) -- compute the set of stable primes of a monomial ideal
• vFunction -- compute the $\text{v}$-function of monomial ideal $I$
• vFunction(...,control=>...) -- optional argument for vFunctionP and vFunction
• vFunction(Ideal) -- compute the $\text{v}$-function of monomial ideal $I$
• vFunctionP -- compute the $\text{v}_\mathfrak{p}$-function of monomial ideal $I$
• vFunctionP(...,control=>...) -- optional argument for vFunctionP and vFunction
• vFunctionP(Ideal,Ideal) -- compute the $\text{v}_\mathfrak{p}$-function of monomial ideal $I$
• VNumber -- a package for computing the v-number and v-function
• vNumber -- compute the $\text{v}$-number of homogeneous ideal $I$
• vNumber(Ideal) -- compute the $\text{v}$-number of homogeneous ideal $I$
• vNumberP -- compute the $\text{v}_\mathfrak{p}$-number of homogeneous ideal $I$
• vNumberP(Ideal,Ideal) -- compute the $\text{v}_\mathfrak{p}$-number of homogeneous ideal $I$