whose

whose
whose gen. of WHO (Cf. who); from O.E. hwæs, gen. of hwa (see WHO (Cf. who)).

Etymology dictionary. 2014.

Look at other dictionaries:

  • Whose — (h[=oo]z), pron. [OE. whos, whas, AS. hw[ae]s, gen. of hw[=a]. See {Who}.] The possessive case of who or which. See {Who}, and {Which}. [1913 Webster] Whose daughter art thou? tell me, I pray thee. Gen. xxiv. 23. [1913 Webster] The question whose …   The Collaborative International Dictionary of English

  • whose — I. adjective Etymology: Middle English whos, genitive of who, what Date: before 12th century of or relating to whom or which especially as possessor or possessors < whose gorgeous vesture heaps the ground Robert Browning >, agent or agents < the… …   New Collegiate Dictionary

  • whose — Who Who, pron. [Possess. {whose}; object. {Whom}.] [OE. who, wha, AS. hw[=a], interrogative pron., neut. hw[ae]t; akin to OFries. hwa, neut. hwet, OS. hw[=e], neut. hwat, D. wie, neut. wat, G. wer, neut. was, OHG. wer, hwer, neut. waz, hwaz, Icel …   The Collaborative International Dictionary of English

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  • Giovanni Aldini — whose treatise on muscular electricity he edited with notes in 1791.He became professor of physics at Bologna in 1798, in succession to his teacher Sebastiano Canterzani (1734 1819). His scientific work was chiefly concerned with galvanism and… …   Wikipedia

  • List of Welsh language poets (6th century to c.1600) — See also Welsh language poetry has, until quite recently, been regulated by specific verse forms (Canu Caeth), with the encouragement of the eisteddfod movement. The following list is as inclusive as possible for the years prior to 1600. It… …   Wikipedia

  • Connections (TV series) — Not to be confused with the Canadian organized crime documentary, Connections (Canadian documentary). Connections James Burke, the creator and host of Connections, explains the Haber Bosch Process Genre …   Wikipedia

  • Algebraic structure — In algebra, a branch of pure mathematics, an algebraic structure consists of one or more sets closed under one or more operations, satisfying some axioms. Abstract algebra is primarily the study of algebraic structures and their properties. The… …   Wikipedia

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