src/HOL/Algebra/Module.thy
changeset 13952 6206d3e7672a
parent 13949 0ce528cd6f19
child 13975 c8e9a89883ce
equal deleted inserted replaced
13951:e2bf2551eb9a 13952:6206d3e7672a
   137     by (simp add: smult_r_distr)
   137     by (simp add: smult_r_distr)
   138   also from facts smult_r_null have "... = \<ominus>\<^sub>2(a \<odot>\<^sub>2 x)" by algebra
   138   also from facts smult_r_null have "... = \<ominus>\<^sub>2(a \<odot>\<^sub>2 x)" by algebra
   139   finally show ?thesis .
   139   finally show ?thesis .
   140 qed
   140 qed
   141 
   141 
   142 subsection {* Every Abelian Group is a $\mathbb{Z}$-module *}
   142 subsection {* Every Abelian Group is a Z-module *}
       
   143 
       
   144 (* Not all versions of pdflatex permit $\mathbb{Z}$ in bookmarks. *)
   143 
   145 
   144 text {* Not finished. *}
   146 text {* Not finished. *}
   145 
   147 
   146 constdefs
   148 constdefs
   147   INTEG :: "int ring"
   149   INTEG :: "int ring"