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Single Idea 21543

[filed under theme 19. Language / D. Propositions / 1. Propositions ]

Full Idea

If p is a false affirmative proposition ...then it seems obvious that if we believe not-p we do know something true, so belief in not-p must be something which is not mere disbelief. This proves that there are negative propositions.

Gist of Idea

If p is false, then believing not-p is knowing a truth, so negative propositions must exist

Source

Bertrand Russell (Meinong on Complexes and Assumptions [1904], p.75)

Book Ref

Russell,Bertrand: 'Essays in Analysis', ed/tr. Lackey,Douglas [George Braziller 1973], p.75


A Reaction

This evidently assumes excluded middle, but is none the worse for that. But it sounds suspiciously like believing there is no rhinoceros in the room. Does such a belief require a fact?


The 13 ideas from 'Meinong on Complexes and Assumptions'

Full empiricism is not tenable, but empirical investigation is always essential [Russell]
Contingency arises from tensed verbs changing the propositions to which they refer [Russell]
The only thing we can say about relations is that they relate [Russell]
Objects only exist if they 'occupy' space and time [Russell]
When I perceive a melody, I do not perceive the notes as existing [Russell]
If two people perceive the same object, the object of perception can't be in the mind [Russell]
I assume we perceive the actual objects, and not their 'presentations' [Russell]
Excluded middle can be stated psychologically, as denial of p implies assertion of not-p [Russell]
Relational propositions seem to be 'about' their terms, rather than about the relation [Russell]
The complexity of the content correlates with the complexity of the object [Russell]
Do incorrect judgements have non-existent, or mental, or external objects? [Russell]
If p is false, then believing not-p is knowing a truth, so negative propositions must exist [Russell]
It seems that when a proposition is false, something must fail to subsist [Russell]