seeming contradiction
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seeming — seem|ing [ simıŋ ] adjective only before noun FORMAL appearing to be a particular thing or have a particular quality, even though this is probably not true: APPARENT: the seeming contradiction of Freidan s arguments … Usage of the words and phrases in modern English
seeming — UK [ˈsiːmɪŋ] / US [ˈsɪmɪŋ] adjective [only before noun] formal appearing to be a particular thing or to have a particular quality, even though this is probably not true the seeming contradiction of Freidan s arguments … English dictionary
contradiction — noun ADJECTIVE ▪ complete, direct, flat ▪ blatant (esp. AmE), glaring, obvious ▪ basic, fundamental … Collocations dictionary
seeming — adj. Seeming is used with these nouns: ↑contradiction, ↑ease, ↑inability, ↑indifference, ↑lack, ↑paradox … Collocations dictionary
Joseph Margolis — Infobox Philosopher region = Western Philosophers era = 20th century philosophy color = #B0C4DE image caption = name = Joseph Margolis birth = May 16, 1924 flagicon|USA|size=20px Newark, New Jersey death = school tradition = Historicism,… … Wikipedia
Introduction — by Claire Colebrook Why a Deleuze dictionary? It might seem a particularly craven, disrespectful, literal minded and reactive project to form a Deleuze dictionary. Not only did Deleuze strategically change his lexicon to avoid the notion that … The Deleuze dictionary
Introduction — by Claire Colebrook Why a Deleuze dictionary? It might seem a particularly craven, disrespectful, literal minded and reactive project to form a Deleuze dictionary. Not only did Deleuze strategically change his lexicon to avoid the notion that … The Deleuze dictionary
Constructicons — Scavenger, Bonecrusher, Longhaul, Scrapper Mixmaster five of the original six Constructicons (Constructicon Hook not shown) The Constructicons are a group of fictional characters from the various Transformers continuities. Although they vary from … Wikipedia
number game — Introduction any of various puzzles and games that involve aspects of mathematics. Mathematical recreations comprise puzzles and games that vary from naive amusements to sophisticated problems, some of which have never been solved.… … Universalium
Skolem's paradox — is the mathematical fact that every countable axiomatisation of set theory in first order logic, if consistent, has a model that is countable, even if it is possible to prove, from those same axioms, the existence of sets that are not countable.… … Wikipedia
