:: VECTSP_8 semantic presentation
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:: deftheorem defines lattice VECTSP_8:def 1 :
:: deftheorem Def2 defines SubVS-Family VECTSP_8:def 2 :
:: deftheorem Def3 defines carr VECTSP_8:def 3 :
:: deftheorem Def4 defines carr VECTSP_8:def 4 :
theorem Th1: :: VECTSP_8:1
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theorem :: VECTSP_8:2
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:: deftheorem Def5 defines meet VECTSP_8:def 5 :
theorem :: VECTSP_8:3
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theorem :: VECTSP_8:4
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theorem :: VECTSP_8:5
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theorem Th6: :: VECTSP_8:6
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theorem Th7: :: VECTSP_8:7
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theorem Th8: :: VECTSP_8:8
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:: deftheorem defines complete VECTSP_8:def 6 :
theorem :: VECTSP_8:9
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theorem Th10: :: VECTSP_8:10
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:: deftheorem Def7 defines FuncLatt VECTSP_8:def 7 :
:: deftheorem Def8 defines Semilattice-Homomorphism VECTSP_8:def 8 :
:: deftheorem Def9 defines sup-Semilattice-Homomorphism VECTSP_8:def 9 :
theorem :: VECTSP_8:11
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theorem Th12: :: VECTSP_8:12
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theorem :: VECTSP_8:13
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theorem :: VECTSP_8:14
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theorem :: VECTSP_8:15
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