- Usage:
`leadMonomial f`

- Inputs:
`f`, a ring element, a polynomial

- Outputs:
- a ring element, the monomial, with no coefficient, of the leading term of
`f`

- a ring element, the monomial, with no coefficient, of the leading term of

The leading term is with respect to the monomial ordering in the ring. See monomial orderings for details.

i1 : R = ZZ/5[a,b,c]; f = a*b^2 + 3*b*c^3 + 2; |

i3 : leadMonomial f 3 o3 = b*c o3 : R |

i4 : S = ZZ/5[a,b,c, MonomialOrder => Lex]; g = a*b^2 +3*b*c^3 + 2; |

i6 : leadMonomial g 2 o6 = a*b o6 : S |

- leadComponent -- the leading component(s) of a vector or matrix
- leadMonomial -- the leading monomial of a ring element
- leadTerm -- get the greatest term
- monomials -- matrix of monomials in a ring element or matrix
- someTerms -- select some terms of a polynomial
- terms -- provide a list of terms of a polynomial

- leadMonomial(RingElement)
`leadMonomial(Vector)`(missing documentation)