Sentence examples for I cannot exist from inspiring English sources

I cannot exist without you - I am forgetful of every thing but seeing you again - my Life seems to stop there - I see no further.

That is why I could get a bullet in my head at any moment … because I denounce the loggers and charcoal producers, and that is why they think I cannot exist.

There's some cognitive dissonance there that I cannot exist in.

And although it is nearly impossible to define, those of us who have known love understand the painful bliss that the poet Keats felt in his dying letter to his fiance: "I cannot exist without you.

"And in the near future we might sell our shirts so as to be able to raise the transport, since I know that without the medicine I cannot exist, and yet I do not have the money to come to pick the medicine up".

Furthermore, a maximal clique distinct from C but inducing I C cannot exist because each of its vertices must be compatible in the interval [ l, r], which is in violation of the maximality of C. It follows that no maximal clique other than C can induce I C ; thus, each maximal clique uniquely defines an interval.

The argument rests on two assumptions: (i) different species cannot exist in different intellects and still represent (indicare) one and the same thing; (ii) the same species cannot be present in numerically distinct intellects (QLIIS 78, 215).

This "non-existence" can be two-fold: i) I can desire something which cannot exist either logically or physically, for example, I can desire that I had wings; ii) if I desire something to be the case, then what I desire does not exist, yet.

If an object that subsists also exists, it is a real object, but if an object that subsists cannot exist (i.e., can merely subsist), it is an ideal object.

The negative set meets the two requirements: (i) the noneffective pairs cannot exist in the set of 76 effective pairs, and (ii) the number of noneffective (negative) pairs is equal to that of effective (positive) pairs.

A non-trivial ideal I is maximal if there cannot exist any non-trivial ideal J ≠ I containing I as a subset.