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Additivity prosjetik thta additivity of means

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Unformatted text preview: t c wc proc thn pr vector addition: pr sjesh dianusm twn. additional: pr sjetoc, epipr additive: prosjetik c. sjesh. sjetoc. additive function: prosjetik sun rthsh. additive group: prosjetik om da. 6 additive inverse: prosjetik c ant strofoc (ant jetoc). additive model: prosjetik mont lo. additive process: prosjetik an lixh. additive properties: prosjetik c idi thtec. additive unit: prosjetik mon da. additivity: prosjetik thta. additivity of means: prosjetik thta twn m swn. countable additivity: arijm simh prosjetik thta. adequacy: ep rkeia. adequate: epark c, arket adherent: prosfu menoc. c. adherent probabilities: prosfu adiabatic: adiabatik menec pijan thtec. c. adiabatic change: adiabatik metabol allag adiabatic contraction: adiabatik sustol . adiabatic curve: adiabatik kamp lh. adiabatic expansion: adiabatik diastol . adiabatic law: adiabatik c n moc. adiabatically: adiabatik . ad in nitum: ep peiro (lat.). adjacent: proske menoc, parake menoc, . moroc, geitonik c. adjacent angle: parake menh gwn a. adjacent elements: mora stoiqe a. adjacent side: proske menh pleur (gwn ac). adjoint: suzug c, prosarthm noc ak ma du k c, sumplhrwmatik c. adjoint equation: suzug c ex swsh. adjoint functor: suzug c sunartht c. adjoint matrix: prosarthm noc p nakac, sumplhrwmatik c p nakac. adjoint pair: suzug c prosarthm no ze goc. adjoint problems: suzug probl mata. adjoint transformation: suzug c prosarthm nh apeik nish metasqhmatism left adjoint: arister c suzug c prosarthm noc. right adjoint: dexi c suzug c prosarthm noc. adjugate: suzug c, prosarthm noc ak ma du k c, sumplhrwmatik c (sun. adjoint). c p nakac (sun. adjoint matrix). adjugate matrix: prosarthm noc p nakac, sumplhrwmatik adjust: prosarm zw, rujm zw. adjustable: prosarm simoc, rujm simoc. adjustment: prosarmog , r jmish. admissible: apodekt c, epitrept c, paradekt admissible hypothesis: c. apodekt up jesh. c. 7 admissible number: apodekt c arijm c. admissible set: apodekt s nolo. admissible strategy: apodekt strathgik admissible test: apodekt c legqoc. admit: epid qomai, epitr pw. advance: proqwr , pr odoc. advanced: proqwrhm noc, exeligm noc. . advanced architecture: exeligm nh arqitektonik advanced mathematics: an tera majhmatik . advantage: pleon kthma. advection: sunagwg . advective: sunagwgik c. advective terms: sunagwgiko roi. aerodynamic: aerodunamik c. aerodynamics: aerodunamik . afocal: thleskopik c (optik ). a ne: susqetism noc, omoparallhlik a a a a a a a a a a a a a a a a a a a a a a a a a (plhroforik ). c, suggen c, suggenik c, afinik c, agq grammoc. ne approximation: susqetism nh pros ggish. ne automorphism: susqetism noc automorfism c. ne bundle: susqetism nh d smh. ne connection: susqetism noc s ndesmoc. ne coordinate system: omoparallhlik s sthma suntetagm nwn. ne equivalence: susqetism nh isodunam a. ne equivalent: susqetism noc isod namoc. ne family: susqetism nh oikog neia. ne functional: susqetism no sunarthsiak . ne group: susqetism nh om da. ne independence: susqetism nh anexarths a. ne inequi...
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This note was uploaded on 08/12/2012 for the course MATH 100 taught by Professor 100 during the Spring '12 term at ESADE.

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