:: MESFUNC7 semantic presentation
theorem LMXZ: :: MESFUNC7:1
theorem AAA: :: MESFUNC7:2
theorem LMXY: :: MESFUNC7:3
theorem :: MESFUNC7:4
:: deftheorem Def11 defines extreal-yielding MESFUNC7:def 1 :
:: deftheorem Def14 defines multextreal MESFUNC7:def 2 :
Lm27:
1. is_a_unity_wrt multextreal
theorem BINOP27: :: MESFUNC7:5
:: deftheorem Def12 defines Product MESFUNC7:def 3 :
:: deftheorem defines |^ MESFUNC7:def 4 :
theorem Th24: :: MESFUNC7:6
theorem Th25: :: MESFUNC7:7
theorem Th26: :: MESFUNC7:8
theorem Th10: :: MESFUNC7:9
theorem Th11: :: MESFUNC7:10
:: deftheorem Def16 defines |^ MESFUNC7:def 5 :
theorem Th12: :: MESFUNC7:11
theorem Th14: :: MESFUNC7:12
theorem Th15: :: MESFUNC7:13
theorem Th103: :: MESFUNC7:14
theorem Th105: :: MESFUNC7:15
theorem AAF: :: MESFUNC7:16
theorem :: MESFUNC7:17
theorem AAE: :: MESFUNC7:18
theorem AAB: :: MESFUNC7:19
theorem AAB1: :: MESFUNC7:20
theorem AAD: :: MESFUNC7:21
theorem :: MESFUNC7:22
theorem AF: :: MESFUNC7:23
theorem AG: :: MESFUNC7:24
theorem AH: :: MESFUNC7:25
theorem :: MESFUNC7:26