4 dicționare găsite pentru incomparable
Din dicționarul The Collaborative International Dictionary of English v.0.48 :
Incomparable \In*com"pa*ra*ble\, a. [L. incomparabilis: cf. F. incomparable. See In- not, and Comparable.] Not comparable; admitting of no comparison with others; unapproachably eminent; without a peer or equal; matchless; peerless; transcendent. [1913 Webster] A merchant of incomparable wealth. --Shak. [1913 Webster] A new hypothesis . . . which hath the incomparable Sir Isaac Newton for a patron. --Bp. Warburton. -- In*com"pa*ra*ble*ness, n. -- In*com"pa*ra*bly, adv. [1913 Webster] Delights incomparably all those corporeal things. --Bp. Wilkins. [1913 Webster]Din dicționarul WordNet (r) 2.0 :
incomparable adj : such that comparison is impossible; unsuitable for comparison or lacking features that can be compared; "an incomparable week of rest and pleasure"; "the computer proceeds with its incomparable logic and efficiency"; "this report is incomparable with the earlier ones because of different breakdowns of the data" [syn: uncomparable] [ant: comparable]Din dicționarul Moby Thesaurus II by Grady Ward, 1.0 :
69 Moby Thesaurus words for "incomparable": alien, apart, beyond compare, beyond comparison, detached, disconnected, discrete, disjunct, disrelated, dissimilar, dissociated, easily first, exotic, extraneous, facile princeps, foreign, immortal, incommensurable, incommensurate, independent, inimitable, insular, invincible, irrelative, isolated, matchless, nonpareil, not comparable to, nulli secundus, of different orders, other, outlandish, peerless, removed, second to none, segregate, separate, separated, strange, sui generis, superior, superlative, supreme, surpassing, transcendent, unaffiliated, unallied, unapproachable, unapproached, unassociated, unbeatable, unconnected, unequaled, unexampled, unexcelled, unique, unlike, unmatchable, unmatched, unparagoned, unparalleled, unpeered, unrelatable, unrelated, unrivaled, unsurpassable, unsurpassed, without equal, without parallelDin dicționarul The Free On-line Dictionary of Computing (27 SEP 03) :
Two elements a, b of a set are incomparable under some relation <= if neither a <= b, nor b <= a. (1995-09-21)
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