📄 h.elsubst
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* * * * * * * * elsubst * * * * * * * * "element substitution" SYNTAX: X = elsubst(M, el, pz, ps) X = elsubst(V, el, pos) M is a matrix (m(i,j)) with 1 <= i <= m and 1 <=j <=n and V is a vector (v(k)) with 1 <= k <= l. First case: X = elsubst(M, el, pz, ps). M = (m(i,j)) is a (m x n) matrix over Z, Q, Z/mZ, GF(p^n) (where p is a prime) or a number field, of polynomials over these structures or of rational functions. 1 <= pz <= m and 1 <= ps <= n. elsubst replaces the element m(pz, ps) by the value of el. X is assigned the result of this substitution. Second case: X = elsubst(V, el, pos). V = (v(k)) is a vector of length l over Z, Q, Z/mZ, GF(p^n) (where p is a prime) or a number field, of polynomials over these structures or of rational functions. 1 <= pos <= l. elsubst replaces the element v(pos) by the value of el. X is assigned the result of this substitution. Example 1: (correct) elsubst({{x, y} {1/7, x/y}}, z, 1, 2) Example 2: (incorrect) elsubst({{x, y} {1/7, 0}}, z, 3, 2)_ERR_NR_098 Example 3: (incorrect) elsubst({x, y, 8}, {z}, 2)_ERR_NR_077
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