dict1_ΛΕΞΙΚΟ

Dict1ΛΕΞΙÎΟ

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Unformatted text preview: oc. Hilbert space: q roc Hilbert. homogeneous space: omogen c q roc. image space: eik na, q roc eik nac. incomplete space: mh pl rhc q roc. inner product space: q roc me eswterik gin meno. 318 menoc. isomorphic spaces: is morfoi q roi. lacunary space: mh epekt simoc q roc, qasm dhc q roc. linear (or vector) space: grammik c ( dianusmatik c) q roc. measurable space: metr simoc q roc. measure space: q roc m trou. product measure space: q roc m trou gin meno. metric space: metrik c q roc. metrizable space: metrikopoi simoc q roc. normable space: q roc epideq menoc n rma. normal space: kanonik c q roc. normed space: q roc me n rma, nnormoc q roc, stajmht c q roc. null space: mhden qwroc, mhdenik c q roc, pur nac (kernel). one-dimensional space: monodi statoc q roc. paracompact space: parasumpag c q roc. parameter space: parametrik c q roc. phase space: fasik c q roc, q roc f sewn. pre-Hilbert space: pro-Hilbert q roc. projective space: probolik c q roc. regular space: kanonik c q roc. Metafr zetai ep shc wc fusiologik c q roc prokeim nou na g nei di krish ap to normal space. row space: (grammik c) q roc gramm n. sample space: deigmat qwroc deigmatik c q roc. seminormed space: q roc me hmin rma, hmi nnormoc q roc, hmistajmht c q roc. separable space: diaqwr simoc q roc. Sobolev space: q roc Sobolev. symmetric space: summetrik c q roc. three-dimensional space: tridi statoc q roc. topological space: topologik c q roc. two-dimensional space: disdi statoc q roc. unequally spaced: anisap qontec. unequally spaced arguments: anisap qonta or smata. unitary space: monadia oc q roc. vector (or linear) space: dianusmatik c ( grammik c ) q roc. spaced: topojethm noc (sto q evenly spaced: ro). omoi morfa topojethm noi. spacetime: qwr qronoc. spacewise: qwrik c. spacewise variation: qwrik metabol . spacial: bl. spatial. spade: mpasto ni sta trapoul qarta ( ). span: j kh, per blhma, b ma, par gw, genn linear span: grammik j kh spanned: parag spanned space: per blhma. menoc. parag menoc q roc . grammik j kh 319 grammik per blhma. sparse: arai c. sparse matrix: arai spatial: qwrik c p nakac. c, o tou q rou, diasthmik c. spatial coherence: qwrik sumfwn a (optik ). spatial derivatives: qwrik c par gwgoi. spatial frequency: qwrik suqn thta suqn thta q spatial period: qwrik per odoc. rou. spatially: qwrik . spatiotemporal: qwroqronik spatiotemporal property: special: eidik c. qwroqronik idi thta. c. special case: eidik per ptwsh. special functions: eidik c sunart seic. special relativity: eidik sqetik thta. species: e doc. speci c: eidik c. speci speci speci speci c gravity: eidik bar thta. c heat: eidik jerm thta. c volume: eidik c gkoc. c weight: eidik b roc. spectra: bl. spectrum. spectral: fasmatik c. spectral analysis: fasmatik an lush. spectral collocation: fasmatik taxijes a taxin mhsh. spectral collocation method: m jodoc fasmatik c taxijes ac taxin spectral decomposition: fasmatik paragontopo hsh. spectral element: fasmatik stoiqe o. spectral element method: m jodoc twn fasmatik...
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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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