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Single Idea 1707
[filed under theme 7. Existence / A. Nature of Existence / 5. Reason for Existence
]
Full Idea
Perhaps the necessary and non-necessary are first principles of everything's either being or not being.
Gist of Idea
Maybe necessity and non-necessity are the first principles of ontology
Source
Aristotle (On Interpretation [c.330 BCE], 23a18)
Book Ref
Aristotle: 'Categories and De Interpretatione', ed/tr. Ackrill,J.R. [OUP 1963], p.64
The
19 ideas
from 'On Interpretation'
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22272
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Aristotle's later logic had to treat 'Socrates' as 'everything that is Socrates'
[Potter on Aristotle]
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2337
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For Aristotle meaning and reference are linked to concepts
[Aristotle, by Putnam]
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13763
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Spoken sounds vary between people, but are signs of affections of soul, which are the same for all
[Aristotle]
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1701
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A prayer is a sentence which is neither true nor false
[Aristotle]
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1702
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Things may be necessary once they occur, but not be unconditionally necessary
[Aristotle]
|
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1703
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It is necessary that either a sea-fight occurs tomorrow or it doesn't, though neither option is in itself necessary
[Aristotle]
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21593
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In talking of future sea-fights, Aristotle rejects bivalence
[Aristotle, by Williamson]
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1704
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Statements are true according to how things actually are
[Aristotle]
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1705
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It doesn't have to be the case that in opposed views one is true and the other false
[Aristotle]
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1706
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Non-existent things aren't made to exist by thought, because their non-existence is part of the thought
[Aristotle]
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1707
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Maybe necessity and non-necessity are the first principles of ontology
[Aristotle]
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1708
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In "Callias is just/not just/unjust", which of these are contraries?
[Aristotle]
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9405
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Square of Opposition: not both true, or not both false; one-way implication; opposite truth-values
[Aristotle]
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9728
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Modal Square 1: □P and ¬◊¬P are 'contraries' of □¬P and ¬◊P
[Aristotle, by Fitting/Mendelsohn]
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9729
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Modal Square 2: ¬□¬P and ◊P are 'subcontraries' of ¬□P and ◊¬P
[Aristotle, by Fitting/Mendelsohn]
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9730
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Modal Square 3: □P and ¬◊¬P are 'contradictories' of ¬□P and ◊¬P
[Aristotle, by Fitting/Mendelsohn]
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9731
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Modal Square 4: □¬P and ¬◊P are 'contradictories' of ¬□¬P and ◊P
[Aristotle, by Fitting/Mendelsohn]
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9732
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Modal Square 5: □P and ¬◊¬P are 'subalternatives' of ¬□¬P and ◊P
[Aristotle, by Fitting/Mendelsohn]
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9733
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Modal Square 6: □¬P and ¬◊P are 'subalternatives' of ¬□P and ◊¬P
[Aristotle, by Fitting/Mendelsohn]
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