| Step 1: Insert Input-propositions: |
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Step 2: Choose Syllogisms (press Ctrl for multiple choice) |
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Syllog.rules:
Axy,Ayz->Axz
Axy,Eyz->Exz
Ixy,Ayz->Ixz
Ixy,Eyz->Oxz
Axy,Ayz->Ixz
Axy,Eyz->Oxz
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Syllog.rules:
Axy,Ezy->Exz
Exy,Azy->Exz
Ixy,Ezy->Oxz
Oxy,Azy->Oxz
Axy,Ezy->Oxz
Exy,Azy->Oxz
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| Step 3: Choose conversion and/or subaltern. rules: |
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E-conversion: Exy->Eyx
I-conversion: Ixy->Iyx
A-subalternation: Axy->Ixy
E-subalternation: Exy->Oxy
A-pconversion: Axy->Iyx
E-pconversion: Exy->Oyx
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Syllog.rules:
Ayx,Ayz->Ixz
Ayx,Iyz->Ixz
Iyx,Ayz->Ixz
Ayx,Eyz->Oxz
Ayx,Oyz->Oxz
Iyx,Eyz->Oxz
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Syllog.rules:
Ayx,Azy->Ixz
Eyx,Azy->Exz
Ayx,Izy->Ixz
Ayx,Ezy->Oxz
Iyx,Ezy->Oxz
Eyx,Azy->Oxz
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Identity: ->Axx for all terms x
Terms x and z allowed to be identical in syllogisms
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| Step 4:
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Example |
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To Part 1 |
To Part 3 |