intpar.spad line 130 [edit on github]
This package implements frequently used operations on linear combinations.
dehomogenize(ls) converts list of solutions (a, [c0, c1, ..., cn]) to homogeneous equation L(a) + c0 f + c1 g1 + ... + cn gn = 0 into list of solutions of inhomogeneous equation L(a) + f + c1 g1 + ... + cn gn = 0. This transformation works the same for all equations, so we only need list of solutions as argument
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal length.
lin_comb(v, [f1, ..., fn]) computes linear combination v(1) f1 + ... v(n) fn. Vector v and list [f1, ..., fn] must be of equal positive length.
lin_comb!(v, w, [f1, ..., fn]) computes linear combination w + v(1) f1 + ... v(n) fn by modifying w in place. Vector v and list [f1, ..., fn] must be of equal length.