Sentence examples for clauses above from inspiring English sources

Realistically, the deal covers six years at $47 million, including $16 million in incentive and escalator clauses above a salary that averages $5.1 million a year.

As a consequence, the combined logic of negation and disjunction (which can be defined as the logic over ¬ and ∨ characterized by the valuations over {0,1} satisfying both clauses above) validates, and so classical logic is recovered.

For, unpacking the right side of definition (10) according to the negation and necessitation clauses above (and invoking the definitions of truth and truth at a world simpliciter), we have: Clearly, however, if it is not the case that φ fails to be true at all possible worlds, then it must be true at some world; hence: And that corresponds exactly to our intuitive truth condition Poss above.

The clause above is an example: It should simply state that if CFIUS objects to the transaction, Bain should pay $66 million.

This definition still has the equivalent of clause (ii) above, and therefore requires the belief that is certain for the subject be the one that is most highly justified for her.

But it is to be kept in mind that a system may employ representations and be computational without necessarily satisfying any or both of the clauses in (B) above in any full-fledged way.

The ceterus paribis clause above is all-important here.

Under the assumption in question, then, the modal clause above takes on pretty much the exact form of our informal principle Nec.

Luckily, it seems Sony hasn't felt the need to exert this power yet, seeing as the clause above has been in the PS3 EULA since launch and we haven't heard of anything as nauseating as the Amazon thing.

Now the question is if there exists a probability measure that simultaneously satisfies the first four probability assignments together with at least one probability assignment per each clause above.

If φ is an IFL formula, generated by the above clauses from some FO formula φ*, the free variables of φ are simply the free variables of φ*.