Helmut, my book has a lot to say about relations between time and logic, but probably the most relevant to your question is here: Objecting and Realizing (TS ·12) (gnusystems.ca) <https://gnusystems.ca/TS/blr.htm#propSingular> . Actually there’s more of Peirce than of me in it, but I hope there’s no objection to that.
Gary f. From: peirce-l-requ...@list.iupui.edu <peirce-l-requ...@list.iupui.edu> On Behalf Of Helmut Raulien Sent: 23-May-21 11:50 Gary F., List Yes, but I don´t know if I am right. It would mean, that temporality is something more than causality: Mere causality in the present would be symbolized with another implication: "If A then (if A then B)". But this term reduces to "if A Then B", when you write it with Boolean "not"s or an EG. But only if you separate the past (the premiss) from the present, you get the contradiction "A and not A" in it (in the past). So yes, it is a disagreement with ‘the form of the relation of two instants of time, or what is the same thing as the relation between a logical antecedent and consequent.’ because it is the hypothesis, that it is not the same thing. But I don´t feel competent of disagreeing, so it is not my well-fermented opinion, but rather a question: Might it be like that, and what do you think? Best Helmut 23. Mai 2021 um 13:06 Uhr g...@gnusystems.ca <mailto:g...@gnusystems.ca> wrote: Helmut, on this point you seem to disagree with Peirce about logical relations. Peirce in 1880 (W4:170) identified illation as the basic or ‘primitive’ logical relation, and in his 1906 ‘PAP’ (MS 293) he identified it with ‘the form of the relation of two instants of time, or what is the same thing as the relation between a logical antecedent and consequent.’ Gary f. From: peirce-l-requ...@list.iupui.edu <mailto:peirce-l-requ...@list.iupui.edu> <peirce-l-requ...@list.iupui.edu <mailto:peirce-l-requ...@list.iupui.edu> > On Behalf Of Helmut Raulien Sent: 22-May-21 18:13 Supplement: The logical connection between premiss and rule cannot be symbolized with logical notation including EGs. It is a temporal connection, a relation between past and present. Logic notation merely notes the status of the present. Implication implies this temporal relation, and "not (A and not B)" doesn´t. So both are different, but this difference doesn´t show in logical notation.
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