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Archimedean tiling arqim deia hmikanonik hmiomal plak

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Unformatted text preview: . dh. Archimedean polyhedra: arqim deia pol edra (bl. polyhedron). Archimedean property: arqim deia idi thta. Archimedean solids: arqim deia s mata (sun. Archimedean polyhedra). Archimedean tiling: arqim deia hmikanonik hmiomal plak strwsh. Sun. semiregular tiling. rhombic Archimedean polyhedra: rombik arqim deia pol edra (bl. polyhedron). Archimedes (287-212 p.Q.): Arqim dhc. Archimedes' principle: arq tou Arqim dh. spiral of Archimedes: spe ra tou Arqim dh. architecture: arqitektonik . advanced architecture: exeligm nh arqitektonik (plhroforik computer architecture: arqitektonik upologist n. arcwise: kat t xo arcwise connected: area: embad ). t xa, toxoeid c. kat t xo sunektik c. n, perioq . area of coherence: perioq sumfwn ac (optik ). area magni cation factor: suntelest c megenj nsewc embado area-preserving map: apeik nish diathro sa to embad n. cross sectional area: embad n diatom c. tail area (of a distribution): perioq our c (katanom c). 18 . areal: embadik areal velocity: c. embadik taq thta. Argand: . Argand diagram: di argument: gramma ep pedo tou Argand, migadik ep pedo. risma, epiqe rhma. equally spaced arguments: isap qonta or smata. heuristic argument: euretik epiqe rhma. unequally spaced arguments: anisap qonta or smata. arithmetic: arijmhtik c, arijmhtik . arithmetic expression: arijmhtik par stash. arithmetic mean: arijmhtik c m soc ( roc). arithmetic operation: arijmhtik pr xh. arithmetic progression: arijmhtik pr odoc. arithmetic series: arijmhtik seir . double precision arithmetic: arijmhtik dipl c akr beiac. eld arithmetic: arijmhtik swm twn. oating point arithmetic: arijmhtik kinht c upodiastol c. fundamental theorem of arithmetic: jemeli dec je rhma thc arijmhtik single precision arithmetic: arijmhtik apl c akr beiac. arm (of an angle): pleur (gwn ac). arrange: diat ssw, katat ssw. arrangement: di taxh, kat taxh. array: sqhmatism c, di taxh, p nakac, di balanced array: is rropoc sqhmatism c. arrow: b loc. arrowhead: aiqm b louc. arti cial: teqnht c, mh fusik c. arti cial horizon: teqnht c or zontac. arti cial intelligence: teqnht nohmos arti cial viscosity: teqnht ix dec. ascending: ani nusma, sustoiq a. nh. n, aux nwn, a xwn, anodik c, anerqom noc. ascending order: anio sa t xh. ascending powers: anio sec dun meic. ascending sequence: a xousa akolouj a. ascertain: exakrib nw, bebai nw. aspect: yh, poyh. aspherical: asfairik c, mh sfairik aspherical surface: c. asfairik epif neia. 19 c. assignment: ap dosh, ekq rhsh, apostol , entol , an jesh, skhsh. dosh tim n al jeiac. c. appropriate truth assignment: kat llhlh ap eigenstructure assignment: ap dosh idiodom associate: prosetair zw, prosart , sund w, susqet zw. associated: 1. susqetism noc, susqetiz menoc. 2. prosarthm noc. associated bundle: susqetism nh d smh. associated Laguerre polynomials: prosarthm na polu numa Laguerre. associated Legendre functions: prosarthm nec sunart seic Legendre. associated tensor: prosarthm noc tanust c. association: s ndesh, susq tish. merik susq tish partial association: associative: prose...
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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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