src/HOL/BNF_Cardinal_Arithmetic.thy
changeset 61943 7fba644ed827
parent 60758 d8d85a8172b5
child 67613 ce654b0e6d69
equal deleted inserted replaced
61942:f02b26f7d39d 61943:7fba644ed827
   279 
   279 
   280 
   280 
   281 subsection \<open>Product\<close>
   281 subsection \<open>Product\<close>
   282 
   282 
   283 definition cprod (infixr "*c" 80) where
   283 definition cprod (infixr "*c" 80) where
   284   "r1 *c r2 = |Field r1 <*> Field r2|"
   284   "r1 *c r2 = |Field r1 \<times> Field r2|"
   285 
   285 
   286 lemma card_order_cprod:
   286 lemma card_order_cprod:
   287   assumes "card_order r1" "card_order r2"
   287   assumes "card_order r1" "card_order r2"
   288   shows "card_order (r1 *c r2)"
   288   shows "card_order (r1 *c r2)"
   289 proof -
   289 proof -