(**************************************************************************) (* ___ *) (* ||M|| *) (* ||A|| A project by Andrea Asperti *) (* ||T|| *) (* ||I|| Developers: *) (* ||T|| The HELM team. *) (* ||A|| http://helm.cs.unibo.it *) (* \ / *) (* \ / This file is distributed under the terms of the *) (* v GNU General Public License Version 2 *) (* *) (**************************************************************************) (* This file was automatically generated: do not edit *********************) include "CoRN.ma". (* $Id: CPoly_Rev.v,v 1.3 2004/04/23 10:00:56 lcf Exp $ *) include "algebra/CPoly_Degree.ma". (*#* * Reverse of polynomials *) (* UNEXPORTED Section Monomials *) (*#* %\begin{convention}% Let [R] be a ring, and let [RX] be the polynomials over this ring. %\end{convention}% *) (* UNEXPORTED cic:/CoRN/fta/CPoly_Rev/Monomials/R.var *) (* begin hide *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Monomials/RX.con" "Monomials__" as definition. (* end hide *) inline procedural "cic:/CoRN/fta/CPoly_Rev/monom.con" as definition. inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_coeff.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_coeff'.con" as lemma. (* UNEXPORTED Hint Resolve monom_coeff monom_coeff': algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_degree.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_S.con" as lemma. (* UNEXPORTED Hint Resolve monom_S: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_wd_lft.con" as lemma. (* UNEXPORTED Hint Resolve monom_wd_lft: algebra_c. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_mult'.con" as lemma. (* UNEXPORTED Hint Resolve monom_mult': algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_mult.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/monom_sum.con" as lemma. (* UNEXPORTED End Monomials *) (* UNEXPORTED Hint Resolve monom_coeff monom_coeff' monom_mult monom_sum: algebra. *) (* UNEXPORTED Implicit Arguments monom [R]. *) (* UNEXPORTED Section Poly_Reverse *) (* UNEXPORTED cic:/CoRN/fta/CPoly_Rev/Poly_Reverse/R.var *) (* begin hide *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Poly_Reverse/RX.con" "Poly_Reverse__" as definition. (* end hide *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev.con" as definition. inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_coeff.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_coeff'.con" as lemma. (* UNEXPORTED Hint Resolve Rev_coeff Rev_coeff': algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_wd.con" as lemma. (* UNEXPORTED Hint Resolve Rev_wd: algebra_c. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_rev.con" as lemma. (* UNEXPORTED Hint Resolve Rev_rev: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_degree_le.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_degree.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_monom.con" as lemma. (* UNEXPORTED Hint Resolve Rev_monom: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_zero.con" as lemma. (* UNEXPORTED Hint Resolve Rev_zero: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_plus.con" as lemma. (* UNEXPORTED Hint Resolve Rev_plus: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_minus.con" as lemma. (* UNEXPORTED Hint Resolve Rev_minus: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_sum0.con" as lemma. (* UNEXPORTED Hint Resolve Rev_sum0: algebra. *) inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_sum.con" as lemma. inline procedural "cic:/CoRN/fta/CPoly_Rev/Rev_mult.con" as lemma. (* UNEXPORTED End Poly_Reverse *) (* UNEXPORTED Hint Resolve Rev_wd: algebra_c. *) (* UNEXPORTED Hint Resolve Rev_rev Rev_mult: algebra. *) (* UNEXPORTED Implicit Arguments Rev [R]. *)