249 "B = -4,lhs (3 + 3 / 4 * B = 0) is_poly_in B,lhs (3 + 3 / 4 * B = 0) has_degree_in B = 1," ^ |
249 "B = -4,lhs (3 + 3 / 4 * B = 0) is_poly_in B,lhs (3 + 3 / 4 * B = 0) has_degree_in B = 1," ^ |
250 "B is_polyexp,A is_polyexp," ^ |
250 "B is_polyexp,A is_polyexp," ^ |
251 "~ matches (?a = 0) (3 = 3 * A / 4) | ~ lhs (3 = 3 * A / 4) is_poly_in A," ^ |
251 "~ matches (?a = 0) (3 = 3 * A / 4) | ~ lhs (3 = 3 * A / 4) is_poly_in A," ^ |
252 "A = 4,lhs (3 + -3 / 4 * A = 0) is_poly_in A,lhs (3 + -3 / 4 * A = 0) has_degree_in A = 1," ^ |
252 "A = 4,lhs (3 + -3 / 4 * A = 0) is_poly_in A,lhs (3 + -3 / 4 * A = 0) has_degree_in A = 1," ^ |
253 "lhs (-1 + -2 * z + 8 * z ^^^ 2 = 0) has_degree_in z = 2," ^ |
253 "lhs (-1 + -2 * z + 8 * z ^^^ 2 = 0) has_degree_in z = 2," ^ |
254 "lhs (-1 + -2 * z + 8 * z ^^^ 2 = 0) is_poly_in z,z = 1 / 2,z = -1 / 4,z ~= 0,z is_polyexp]" |
254 "lhs (-1 + -2 * z + 8 * z ^^^ 2 = 0) is_poly_in z,z = 1 / 2,z = -1 / 4,z is_polyexp]" |
255 then () |
255 then () |
256 else error "autoCalculate for met_partial_fraction changed: final result" |
256 else error "autoCalculate for met_partial_fraction changed: final result" |
257 |
257 |
258 show_pt pt; |
258 show_pt pt; |
259 (*[ |
259 (*[ |