| 单词 | iff | 
| 释义 | iffconj.  A written form of abbreviation of the phrase ‘if and only if’, always read as ‘if and only if’, used in Mathematics and Logic to introduce a condition that is necessary as well as sufficient, or a statement that is implied by and implies the preceding one. ΘΚΠ the mind > attention and judgement > testing > attestation, witness, evidence > qualification > 			[noun]		 > instance of > necessary condition iff1955 1955    J. L. Kelley Gen. Topol. vii. 232  				F is equicontinuous at x iff there is a neighborhood of x whose image under every member of F is small. 1961    R. R. Stoll Sets, Logic, & Axiomatic Theories i. 5  				Two sets are equal iff (if and only if) they have the same members. 1964    T. O. Moore Elem. Gen. Topol. i. 2  				We use ‘iff’ as an abbreviation for ‘if and only if’. 1965    B. Mates Elem. Logic viii. 137  				ϕ ∈ Δ iff ϕ is derivable from Δ. 1971    G. Hunter Metalogic 16  				Hereafter we abbreviate ‘if and only if’ to ‘iff’. 1972    Royal Inst. Philos. Lect. V. 34  				An integer n is prime iff the only integers which divide it without remainder are itself and one. This entry has not yet been fully updated (first published 1976; most recently modified version published online June 2018). > as lemmasI.F.F.   I.F.F. n. Identification, Friend or Foe. Π 1945    Electronic Engin. 17 686  				An I.F.F. unit can be briefly described as being a transmitter-receiver device installed in friendly aircraft whose purpose is to reply to the interrogation of the friendly Radar station. 1961    Listener 30 Nov. 909/1  				The I.F.F. radar identification sets in our bombers. < as lemmas  | 
	
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