dict1_ΛΕΞΙΚΟ

Orthogonal vectors orjog nia k jeta dian smata

Info iconThis preview shows page 1. Sign up to view the full content.

View Full Document Right Arrow Icon
This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: rh Gauss. weighted: stajmism noc. weighted average: stajmik c m soc. Galerkin weighted residuals: stajmism na up weighting: st loipa Galerkin. jmish. par gontac st jmishc, par gontac b rouc. weighting factor: Weingarten equations: exis well: kal seic tou Weingarten. c. well conditioned: kal c kat stashc. well de ned: kal c orism noc. well-ordered set: kal c diatetagm no s nolo. well ordering principle: arq thc kal c di taxhc. well posed problem: kal c topojethm no pr blhma. well-posedness: to kal c topojethm no (probl matoc). well-solvable problem: kal c epil simo pr blhma. wheel: troq spur wheel: white: leuk white noise: c. odontwt c troq c. c. leuk c j ruboc. whitening: le wide: eur c. kansh. wide angle: eure a gwn a. wide sense: eure a nnoia. width: pl toc, e roc, noigma. noigma. angular width: gwniak wind: nemoc. wind-driven circulation: anemogen c kuklofor a. 378 wing: pt ruga. witch: m gissa. witch of Agnessi: with: me. withdrawal: apoq without: qwr c. m gissa tou Agnessi. rhsh, ap sursh. without loss of generality (wlog): qwr c ap word: l xh. word problem: pr work: leia ( bl bh) thc genik thtac. blhma l xhc. rgo. principle of virtual work: arq virtual work: dunat rgo. working: leitourgik tou dunato rgou. c. working hypothesis: up jesh ergas ac. working mean: leitourgik c m soc. write: gr fw, eggr fw. entol eggraf c (plhroforik ). write statement: writing: graf , eggraf . Wronskian: tou Wronski. Wronskian: or zousa tou Wronski. X x-axis: xonac twn . Y 379 yd: u rda (yard). yr. (pl. yrs.): toc (year). y-axis: xonac twn . yard: u rda. year: toc. yield: par gw, upoqwr . yield stress: t sh ro c diarro c. Z z-axis: xonac twn z. z-chart: z-q rthc. z-test: legqoc z. z-transformation: metasqhmatism c z . zero: mhd n, r za (ex swshc). zero-dimensional: mhdenodi statoc, mhdenik c di stashc. zero function: mhdenik sun rthsh. zero ideal: mhdenik ide dec. zero matrix: mhdenik c p nakac. zero mapping: mhdenik apeik nish metasqhmatism c (transformation). zero measure: mhdenik m tro. zero morphism: mhdenik c morfism c. zero object: mhdenik antike meno. zero of a polynomial: r za poluwn mou. zero sum: mhdenik jroisma. zero sum game: paiqn di mhdeniko ajro smatoc. zero transformation: mhdenik c metasqhmatism c apeik nish (mapping). zero vector: mhdenik di nusma. absolute zero: ap luto mhd n. distinct zeros: diakekrim nec r zec. extremal zeros: r zec akrot twn. simple zero: apl r za. zeroth: mhdenik c. zeroth order approximation: pros zeta: z ta. zeta distribution: katanom zeta function: sun rthsh z ggish mhdenik c t xhc. z ta. ta. 380 zodiac: zwdiak c. zonal: zwnik c, kat z nec. zonal polynomial: polu numo kat z nec, zwnik zonal sampling: deigmatolhy a kat z nec. zone: z polu numo. nh. zone of indi erence: z nh isoprot mhshc. zone of preference: z nh prot mhshc. equiaxed zone: isoaxonik z nh. 381...
View Full Document

This note was uploaded on 08/12/2012 for the course MATH 100 taught by Professor 100 during the Spring '12 term at ESADE.

Ask a homework question - tutors are online