dict1_ΛΕΞΙΚΟ

Dict1ΛΕΞΙÎΟ

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Unformatted text preview: rametric representation: kanonik par stash. parametrically: parametrik . parametrize: parametrikopoi . smoothly parametrized: omal parametrikopoihm noc. parametrization: parametrikopo hsh. paraxial: paraxonik c. paraxial ray: paraxonik akt na. parenthesis pl. parentheses: par njesh. parentheses bijection: amfimonos manth kai ep suna'rthsh parenj sewn. balanced parentheses: isorrophm nec parenj seic (plhroforik ), kanonik arister c kai dexi c parenj seic. parity: isotim a, is thta. parity digit: yhf o isotim ac. even parity: rtia isotim a. permutation parity: isotim a metaj parse: anal w etumolog sewc. mia l xh. parse tree: suntaktik d ntro (plhroforik ). height of a parse tree: yoc suntaktiko d ntrou (plhroforik leaf of a parse tree: f llo suntaktiko d ntrou. node of a parse tree: k mboc suntaktiko d ntrou. 239 ). antistoiq a an mesa se parser: suntaktik c analut c (plhroforik ). bottom-up parser: suntaktik c analut c ap k tw proc ta p nw. top-down parser: suntaktik c analut c ap p nw proc ta k tw. Parseval, (-) Parseval's identity: taut thta tou Parseval. parsing: suntaktik an lush (plhroforik part: m roc, m loc, tm ma. analytic part: analutik m roc. imaginary part: fantastik m roc. integration by parts: olokl rwsh kat negative part: arnhtik m roc. principal part: prwte on m roc. proportional parts: an loga m rh. real part: pragmatik m roc. secondary part: deutere on m roc. summation by parts: pr sjesh kat m partial: merik ). m lh lh kat par gontec, paragontik olokl rwsh. kat par gontec. c. partial association: merik susq tish s ndesh. partial autocorrelation: merik autosusq tish. partial confounding: merik s mmixh. partial contingency: merik sun feia. partial correlation: merik susq tish. partial derivative: merik par gwgoc. partial di erential equation (PDE): merik diaforik parag gouc. ex swsh (MDE) diaforik ex swsh me merik c partial di erential operator: merik c diaforik c telest c telest c me merik partial fraction: merik apl kl sma. partial fraction decomposition: an lush se merik apl kl smata. partial fraction expansion: an ptugma se merik apl kl smata. partial order: merik di taxh. partial pivoting: merik od ghsh. partial recursive functions: merik c anadromik c sunart seic. partial regression: merik palindromhsh. partial replacement: merik epan jesh. partial sum: merik jroisma. expansion in partial fractions: an ptugma se apl kl smata. partially: merik c. particle: swmat dio, swm tio. particular: merik c, idia teroc, qarakthristik particular solution: merik l sh. c. particulate: swmatidiak c. partition: diam rish, diamerism partition principle: arq c parag gouc. c, merism c, qwrism c, diamer zw, qwr zw, dikt wsh, katamerism c. thc diam rishc. 240 uniform partition: omoi morfoc diamerism c. partitionable: diamer simoc. partitionable set: diamer simo s nolo. partitioned: diamerism noc. partitioned matrix: s njetoc p nakac (sun. block matrix). partitioning: diamerism c, merism c. partitive: diameristik c, meristik c, qwristik Pascal, (-) Pascal's triangle: Pasca...
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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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