## Identities Sentence Examples

- "False
**identities**aren't easy to get," I said, remembering Daniel Brennan obtaining ours. - He probably thought we'd have talked her out of leaving, or at least into leaving their new
**identities**with us. - All propositions not concerned with the existence of individual facts ultimately analyse out into
**identities**- obviously lend themselves to the design of this algebra of thought, though the mathematician in Leibnitz should have been aware that a significant equation is never an**identity**. - Jude Bryce was the pedophile who claimed Howie wrongfully accused him, until we proved he had switched
**identities**with his brother; his brother Owen! - Symbolic
**Identities**.- For the purpose of manipulating symbolic expressions it is necessary to be in possession of certain simple**identities**which connect certain symbolic products. - Henderson prefers the hypothesis that Lennox had lost Crawford's notes; and that the
**identities**are explained by the "remarkably good memories of Crawford and Mary, or by the more likely supposition that Crawford, before preparing his declaration for the conference" (at Westminster, December 1568) "refreshed his memory by the letter." - Gregory's series and the
**identities**7 r /4 =5 tan1 + + 2 tan-',A (Euler, 1779), 7r/4 = tani ++2 tan-' s (Hutton, 1776), neither of which was nearly so advantageous as several found by Charles Hutton, calculated 7r correct to 136 places." - He agrees with Hegel that there are two fundamental
**identities**, the**identity**of all reason, and the**identity**of all reason and all being. - Leibnitz's treatment of the primary principles among truths of reason as
**identities**, and his examples drawn inter alia from the " first principles " of mathematics, influenced Kant by antagonism. - Betsy suggested we each assign our new
**identities**without telling each other except our spouses. - Similarly, by putting one or more of the deleted rows or columns equal to rows or columns which are not deleted, we obtain, with Laplace, a number of
**identities**between products of determinants of complementary orders. - The clue to the discovery of transcendental conditions Kant finds in the existence of judgments, most manifest in mathematics and in the pure science of nature, which are certain, yet not trifling, necessary and yet not reducible to
**identities**, synthetic therefore and a priori, and so accounted for neither by Locke nor by Leibnitz. - The downside of setting up
**identities**was that someone would learn more detail about us than we'd previously released. - Function of separations of (li'12 2 13 3 ...) of specification (si 1 s 22 s 33) Suppose the separations of (11 1 13 2 1 3 3 ...) to involve k different specifications and form the k
**identities**ï¿½1s ï¿½ s Al A 2 A3 .. - The
**identities**are, in particular, of service in reducing symbolic products to standard forms. A symbolical expression may be always so transformed that the power of any determinant factor (ab) is even. - If we were to say that on his view the essential step must be the establishment of
**identities**or equivalences, we should probably be doing justice to his doctrine of numerical reasoning, but should have some difficulty in showing the application of the method to geometrical reasoning.