Original writings by Avi Sion on the theory and practice of inductive and deductive LOGIC  

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FUTURE LOGIC

© Avi Sion, 1990 (Rev. ed. 1996) All rights reserved.

 

Table 58.1    Conflict Resolutions for Equal Gross Naturals.

Given Conflict Quantity Modality Inductive Conclusion
Positive Negative Resolve SF Resolve SF Integer
 
An Ep InOp+A F6 ApEp+A F3 (AEp) F3  *
AIn Ep InOp+A F6 ApEp+A F3 (AEp) F3
ApIn Ep InOp+Ap F6 ApEp+I F3 (AEp) F3  *
In Ep InOp F5 IpEp+I F3 (AEp) F3  *
 
Ap En IpOn+E F7 ApEp+E F4 (ApE) F4  *
Ap EOn IpOn+E F7 ApEp+E F4 (ApE) F4
Ap EpOn IpOn+Ep F7 ApEp+O F4 (ApE) F4  *
Ap On IpOn F5 ApOp+O F4 (ApE) F4  *
 
An En InOn F5 ApEp+IO F10 (In)(On) F5  *
An EOn InOn F5 ApEp+IO F10 (In)(On) F5
AIn En InOn F5 ApEp+IO F10 (In)(On) F5
An EpOn InOn F5 ApEp+IO F10 (In)(On) F5
ApIn En InOn F5 ApEp+IO F10 (In)(On) F5
AIn EOn InOn F5 ApEp+IO F10 (In)(On) F5
AIn EpOn InOn F5 ApEp+IO F10 (In)(On) F5
ApIn EOn InOn F5 ApEp+IO F10 (In)(On) F5
ApIn EpOn InOn F5 ApEp+IO F10 (In)(On) F5
An On InOn F5 ApOp+InO F8 (In)(On) F5
AIn On InOn F5 ApOp+InO F8 (In)(On) F5
ApIn On InOn F5 ApOp+InO F8 (In)(On) F5
A On IOn F5 ApOp+IO F8 (In)(On) F5  *
ApI On IOn F5 ApOp+IO F8 (In)(On) F5
In En InOn F5 IpEp+IOn F9 (In)(On) F5
In EOn InOn F5 IpEp+IOn F9 (In)(On) F5
In EpOn InOn F5 IpEp+IOn F9 (In)(On) F5
In E InO F5 IpEp+IO F9 (In)(On) F5  *
In EpO InO F5 IpEp+IO F9 (In)(On) F5
In On okay F5 okay F5 (In)(On) F5
In O okay F5 okay F5 (In)(On) F5
I On okay F5 okay F5 (In)(On) F5
In Op okay F5 okay F5 (In)(On) F5
Ip On okay F5 okay F5 (In)(On) F5
I O okay F5 okay F5 (In)(On) F5
 
An O InO+Ap F8 ApOp+In F6 (In)(IOp) F6  *
AIn O InO+Ap F8 ApOp+In F6 (In)(IOp) F6
An Op InOp+A F6 ApOp+AIn F6 (In)(IOp) F6  *
AIn Op okay F6 okay F6 (In)(IOp) F6
ApIn Op okay F6 okay F6 (In)(IOp) F6
 
I En IOn+Ep F9 IpEp+On F7 (On)(IpO) F7  *
I EOn IOn+Ep F9 IpEp+On F7 (On)(IpO) F7
Ip En IpOn+E F7 IpEp+EOn F7 (On)(IpO) F7  *
Ip EOn okay F7 okay F7 (On)(IpO) F7
Ip EpOn okay F7 okay F7 (On)(IpO) F7
 
An E InO+Ap F8 ApEp+IO F10 (In)(IpO) F8  *
An EpO InO+Ap F8 ApEp+IO F10 (In)(IpO) F8
AIn E InO+Ap F8 ApEp+IO F10 (In)(IpO) F8
AIn EpO InO+Ap F8 ApEp+IO F10 (In)(IpO) F8
ApIn E InO+Ap F8 ApEp+IO F10 (In)(IpO) F8
ApIn EpO InO+Ap F8 ApEp+IO F10 (In)(IpO) F8
A O IO+Ap F8 ApOp+IO F8 (In)(IpO) F8  *
ApIn O okay F8 okay F8 (In)(IpO) F8
ApI O okay F8 okay F8 (In)(IpO) F8
 
A En IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9  *
A EOn IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9
A EpOn IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9
ApI En IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9
ApI EOn IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9
ApI EpOn IOn+Ep F9 ApEp+IO F10 (On)(IOp) F9
I E IO+Ep F9 IpEp+IO F9 (On)(IOp) F9  *
I EpOn okay F9 okay F9 (On)(IOp) F9
I EpO okay F9 okay F9 (On)(IOp) F9
 
A E IO+ApEp F10 ApEp+IO F10 (IOp)(IpO) F10  *
A EpO IO+ApEp F10 ApEp+IO F10 (IOp)(IpO) F10
ApI E IO+ApEp F10 ApEp+IO F10 (IOp)(IpO) F10
ApI EpO okay F10 okay F10 (IOp)(IpO) F10
 

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