:: MESFUNC8 semantic presentation
theorem Lm000: :: MESFUNC8:1
theorem Lm410: :: MESFUNC8:2
theorem Lm420: :: MESFUNC8:3
theorem Lm421: :: MESFUNC8:4
theorem :: MESFUNC8:5
theorem :: MESFUNC8:6
:: deftheorem defsamedom1 defines with_the_same_dom MESFUNC8:def 1 :
:: deftheorem defsamedom defines with_the_same_dom MESFUNC8:def 2 :
:: deftheorem definff defines inf MESFUNC8:def 3 :
:: deftheorem defsupf defines sup MESFUNC8:def 4 :
:: deftheorem definf defines inferior_realsequence MESFUNC8:def 5 :
:: deftheorem defsup defines superior_realsequence MESFUNC8:def 6 :
theorem inferiorf: :: MESFUNC8:7
:: deftheorem defines ^\ MESFUNC8:def 7 :
theorem inferiorf1: :: MESFUNC8:8
theorem superiorf1: :: MESFUNC8:9
theorem superiorf: :: MESFUNC8:10
:: deftheorem defliminff defines lim_inf MESFUNC8:def 8 :
:: deftheorem deflimsupf defines lim_sup MESFUNC8:def 9 :
theorem liminff: :: MESFUNC8:11
theorem limsupf: :: MESFUNC8:12
theorem :: MESFUNC8:13
:: deftheorem deflimf defines lim MESFUNC8:def 10 :
theorem Lm4201x: :: MESFUNC8:14
theorem Lm4AAA: :: MESFUNC8:15
theorem Lm4CCC: :: MESFUNC8:16
theorem Lm4202a: :: MESFUNC8:17
theorem Lm4202b: :: MESFUNC8:18
theorem Lm4202x: :: MESFUNC8:19
theorem Lm4202y: :: MESFUNC8:20
theorem Lm4202c: :: MESFUNC8:21
theorem Lm4202d: :: MESFUNC8:22
theorem Lm4202: :: MESFUNC8:23
theorem :: MESFUNC8:24
theorem Lm4204: :: MESFUNC8:25
theorem Lm42: :: MESFUNC8:26
theorem Lm52: :: MESFUNC8:27
theorem Lm10: :: MESFUNC8:28
theorem :: MESFUNC8:29
theorem :: MESFUNC8:30