📄 h.subst
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* * * * * * * * subst * * * * * * * * "substitution" SYNTAX: X = f(x1 = A1, ..., xn = An) f is a polynomial over Z, Q, Z/mZ, GF(p^t), a number field, over R or C, a rational function or a matrix or a vector over these structures, if possible. The variables x1, ..., xn must occur in f, n>0. A1, ..., An are expressions whose values are elements of Z, Q, Z/mZ, GF(p^t), algebraic numbers, floating point numbers or complex numbers, polynomials over these structures or rational functions. The variables x1, ..., xn are substituted successively by the values of A1, ..., An. The result of the substitution is assigned to X. Recursive substituions and substitutions of the form X = f(x1 = x2 = ... = xm = A) or X = f(x1 = ... = A = ... = xm) (m <= n) are possible too. Warning: If for i<j Ai is a polynomial containing the variable xj, then this xj is also substituted by Aj. Example 1: (correct) f = x + y + z f(x = 3/2, y = a/b = z) Example 2: (correct) f = x*y + z + NF(A + 1/4) f(x = f(x = 9), y = NF(A-1)) Example 3: (correct) a = {{x, y} {x^2 + y, y * x}} a(x = z/t, y = -3) Example 4: (incorrect) f = x + y f(x = 3 = 4)_ERR_NR_033
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