[top][index]
search for:

leadTerm -- get the leading term

leadTerm f -- return the leading term of the polynomial or vector f.
leadTerm m -- return the matrix of initial forms of the columns of the matrix m.
leadTerm(i,m) -- return the matrix of polynomials formed by retaining those monomials of each entry which agree on the first i weight vectors.

i1 : R = ZZ/101[a..d]

o1 = R

o1 : PolynomialRing
i2 : leadTerm (3 + 8*a^2*b + 7*b*c^2)

       2
o2 = 8a b

o2 : R
i3 : leadTerm matrix {{a,b},{c,d}}

o3 = | a b |
     | 0 0 |

             2       2
o3 : Matrix R  <--- R
i4 : leadTerm matrix {{c,d},{a,b}}

o4 = | 0 0 |
     | a b |

             2       2
o4 : Matrix R  <--- R

See also:

  • leadCoefficient -- the leading coefficient
  • leadMonomial -- the leading monomial
  • leadComponent -- the leading component of a vector
  • Ways to use leadTerm :

  • leadTerm Ideal
  • leadTerm Matrix
  • leadTerm RingElement
  • leadTerm Vector
  • leadTerm(ZZ,Ideal)
  • leadTerm(ZZ,Matrix)
  • leadTerm(ZZ,ZZ,Resolution)

  • [top][index]
    search for: