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Jesh perpendicular axes theorem je rhma twn kaj

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Unformatted text preview: tangent plane: efapt meno ep pedo. planet: plan thc. planetary: planhtik c. planimetric: embadometrik plasma: pl sma. plastic: plastik c. sewc. c. plastic deformation: plastik param rfwsh. plasticity: plastik thta. plate: pl ka, plak dio. at plate: ep pedh pl ka. Platonic: platwnik c, tou Pl twna. Platonic polyhedra: platwnik pol edra (bl. polyhedron). Platonic solids: platwnik s mata (sun. Platonic polyhedra). platy-: platu- (pr jema). platykurtosis: platuk rtwsh. platykurtic: plat kurtoc, platukurtwtik platykurtic distribution: plat c. kurth katanom , katanom platuk rtwshc. plausibility: to e logo. plausible: e logoc. plot: sqedi zw, kataskeu contour plot: di zw grafik par stash, sqedi gramma, grafik par stash. gramma iso y n. plus: sun. plus function: sun rthsh sun. plus sign: to sun, s mbolo thc pr sjeshc. pocket: tz ph. pocket test: s ntomoc legqoc. Poincare, Henri (1854-1922). Poincare map: di gramma point: shme o, upodiastol Poincare. . point collocation: shmeiak taxijes a taxin mhsh. point estimate: shmeiak ekt mhsh. point estimator: shmeiak ektim tria. Se merik bibl a, shmeioektim tria point set: shmeios nolo. point singularity: shmeiak anwmal a idiomorf a. point source: shmeiak phg . accumulation point: shme o susswre sewc oriak shme o (sun numo twn 248 shmeioektimht c. rwn limit point kai cluster point). accumulation point: shme o susswre sewc oriak shme o. bifurcation point: shme o diakl dwshc. boundary point: sunoriak shme o. branch point: shme o diaklad sewc. cluster point: shme o susswre sewc oriak shme o (sun numo twn rwn accumulation point kai limit point). coincident points: tautiz mena shme a. collinear points: suneujeiak shme a. collocation points: shme a taxijes ac taxin mhshc. conjugate points: suzug shme a. coplanar points: sunep peda shme a. critical point: kr simo shme o. cusp point: ox kro, shme o an kamyhc. cut o point: shme o apokop c. distinct points: diakekrim na shme a. end point: kro, akra o shme o. end points of an interval: kra diast matoc. equidistant points: isap qonta shme a. equilibrium point: shme o isorrop ac. exterior point: exwterik shme o. xed point: stajer shme o, ak nhth upodiastol . xed point theorem: je rhma stajero shme ou. xed-point variable: metablht ak nhthc upodiastol c. oating point: kinht upodiastol . oating-point variable: metablht kinht c upodiastol c. focal point: estiak shme o. in ection point: shme o kamp c. initial point: arqik shme o, arq (dian smatoc). interior point: eswterik shme o. invariant point: anallo wto amet blhto shme o. irregular singular point: ousi dec idi zon an malo shme o. isodynamic points: isodunamik shme a. limit point: oriak shme o shme o susswre sewc (sun numo twn rwn limit point kai accumulation point). nodal point: kombik shme o. ordinary point: omal shme o. parabolic point: parabolik shme o. pivot point: odhg shme o. planar point: ep pedo shme o. quantile point: posostia o shme o. reference point: shme o anafor c. regular singular point: s nhjec idi zon an malo shme o....
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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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