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ANEXE
Pătratul logic al propoziţiilor compuse
_ _ p ∙ q D p ∙ q
_ _ p v q A p v q
Pătratul logic al propoziţiilor condiţionale p ⊃ q I q ⊃ p I = independenţă
E = echivalenţă I I
_ _ _ _
p ⊃ q I q ⊃ p
B C C B
J
D = incompatibilitate (contrarietate) A = disjuncţieinclusivă (subcontrarietate) J = disjuncţie exclusivă (contradicţie) C = implicaţie (subalternare) B = implicaţie conversă (supraalternare)
E
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S
P Toţi S sunt P - Sap
S
P
Nici un S nu este P - SeP
mamifere
vertebrate
animale
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SaP contrarietate SeP s s u u b b a a l l t t e e r r n n a a r r e e SiP subcontrarietate Sop
Premisa Concluziile
Sap ___ SaP
Sep ___ SeP
SiP ___ SiP
Sop ___ SoP
___ ___ SeP SiP SoP - - SoP ___ ___ SaP SiP SoP - SiP - ___ SeP - - ___ SaP SeP SoP ___ SaP - - ___ SaP SeP SiP
A
_ A
c e o i n ţ t c r i a d a r d t i n c o ţ c i e
s u b a l t e r n a r e
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SP
S P
_ SP
_ SP
S P
_
SaP SP = 0
SeP SP = 0
S
P
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*
S P
SiP SP ≠ 0
_
SoP SP ≠ 0
*
S P
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S
P
M
Reprezentarea silogismului.
S
P
M
MaP SaM ∴ SaP
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S
P
M
PaM SiM ∴ SiP
MeP SiM
∴ SoP
S
P
M
![Page 8: ANEXE.pdf](https://reader031.fdocuments.net/reader031/viewer/2022020517/577c7e3a1a28abe054a0c3a0/html5/thumbnails/8.jpg)
S
P
M
MeP SiM
∴ SaP