dict1_ΛΕΞΙΚΟ

Lmatoc 178 gauss jordan k kappa k ppa kappa curve kamp

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Unformatted text preview: ramming language: gl ssa programmatismo . regular language: kanonik gl ssa. Laplace: Laplace equation: ex swsh Laplace. Laplace operator: telest c tou Laplace, laplasian c telest c, laplasian Laplace transform: metasqhmatism nh Laplace. Laplace transformation: metasqhmatism c Laplace. inverse Laplace transform: ant strofh metasqhmatism nh Laplace. inverse Laplace transformation: ant strofoc metasqhmatism c Laplace. 181 . Laplacian: Laplasian Laplacian operator: lapse: el c, tou Laplace, Laplasian . telest c tou Laplace, laplasian c telest c, laplasian . ttwsh, me wsh, p rodoc qr nou. rujm c me wshc. lapse rate: large: meg loc. large cardinal: meg loc plhj rijmoc. law of large numbers: n moc twn meg lwn arijm n. strong law of large numbers: isqur c n moc twn meg lwn arijm n. weak law of large numbers: asjen c n moc twn meg lwn arijm n. su ciently large: arko ntwc meg loc. largeness: megal thta, (to) meg larger: megal teroc. stochastically larger: lo. stoqastik megal teroc. latent: lanj nwn. latent heat: lanj nousa jerm thta. latent value: idiotim (bl. eigenvalue). latent vector: idiodi nusma (bl. eigenvector). lateral: pl gioc, pleurik c. pleurik epif neia. lateral surface: Latin: latinik Latin squares: c. latinik tetr gwna. latitude: gewgrafik pl toc. geocentric latitude: gewkentrik lattice: pl gma, kigkl dwma, s pl toc. ndesmoc (jewr a sun lwn). lattice square: plegmatik tetr gwno. integer lattice: ak raio pl gma. rectangular lattice: orjog nio pl gma. triple lattice: tripl pl gma. Laurent: Laurent series: law: n seir Laurent. moc, idi thta. law of cosines: n moc twn sunhmit nwn. law of inertia: n moc thc adr neiac. law of iterated logarithm: n moc tou epanalamban menou logar jmou. law of large numbers: n moc twn meg lwn arijm n. law of sines: n moc twn hmit nwn. associative law: prosetairistik idi thta. 182 cancellation law: n moc thc diagraf c thc apaloif c. commutative law: antimetajetik idi thta. conservation law: n moc diat rhshc. distributive law: epimeristik idi thta. parallelogram law: n moc tou parallhlogr mmou. physical law: fusik c n moc. quadratic reciprocity law: tetragwnik c n moc antistrof c. reciprocity law: n moc antistrof c. strong law: isqur c n moc. strong law of large numbers: isqur c n moc twn meg lwn arijm n. universal law of gravitation: n moc thc pagk smiac lxhc. weak law: asjen c n moc. weak law of large numbers: asjen c n moc twn meg lwn arijm n. tangent law: n moc twn efaptom nwn. layer: str ma. boundary layer: oriak str ma. multi-layer ow: polustrwmatik ro . layered: strwmatopoihm noc. layout: sq dio. lead: odhg , gw. leading: hgetik c, proporeu menoc. leading element: hgetik stoiqe o. leading entry: hgetik stoiqe o. leaf: f llo. leaf of a parse tree: least: el f llo suntaktiko d ntrou. qistoc. least limit: el qisto rio. least number principle: arq elaq stou arijmo . least squares: el qista tetr gwna. least squares approximation: pros ggish elaq stwn tetrag least squares method: m jodoc elaq stwn tetrag nwn. least squares principle: arq elaq stwn te...
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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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