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Matrix form morf pin kwn mhtrik morf pinakomorf metric

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Unformatted text preview: mik c t poc. recursive formula: anadromik c t poc. reduction formula: anagwgik c t poc. satis able formula: ikanopoi simoc t poc. semi-open formula: hmianoikt c t poc. summation formula: t poc jroishc. trapezoidal formula: t poc tou trapez ou. valid formula: gkuroc t poc. formulae: bl. formula. formulate: diatup nw, jemeli nw. formulation: diat pwsh, jemel wsh, kat mathematical formulation: majhmatik forth: mproc. back and forth method: m strwsh. diat pwsh jodoc mproc-p sw. 127 jemel wsh. forward: empr c, proc ta empr c, pr sw, kat nth (gia peperasm nec diafor c). pr sw kat nth diafor c. stash. forward di erences: proc ta empr c forward substitution: empr c antikat Foucault pendulum: ekkrem c tou Foucault. founded: jemeliwm noc, idruje c. well-founded: kal c jemeliwm noc, kal c orism noc. foundation: jemel wsh, jem lio, axiomatic foundation: axiwmatik four: t ssera, t sseric. druma. jemel wsh. four-color theorem: je rhma tess four-dimensional: tetradi statoc. rwn qrwm twn. Fourier: Fourier analysis: an lush Fourier. Fourier coe cients: suntelest c Fourier. Fourier integral: olokl rwma Fourier. Fourier series: seir Fourier. Fourier's integral theorem: oloklhrwtik je rhma tou Fourier. Fourier transform: metasqhmatism nh Fourier, metasqhmatism c Fourier. Fourier transformation: metasqhmatism c Fourier. discrete Fourier transform: diakrit c metasqhmatism c Fourier. fast Fourier transform (FFT): taq c metasqhmatism c Fourier. generalized Fourier coe cients: genikeum noi suntelest c Fourier. inverse Fourier transform: ant strofh metasqhmatism nh Fourier. inverse Fourier transformation: ant strofoc metasqhmatism c Fourier. fractal: klastik , morfoklasmatik , fr ktal, klastik c, morfoklasmatik c. morfoklasmatik an lush. morfoklasmatik epif neia. fractal analysis: klastik fractal surface: klastik fractality: klastik thta, morfoklasmatik fractile: posostia o shme o. fraction: kl sma, tm ma. thta. continued fraction: suneq c kl sma. dissimilar fractions: eter numa kl smata. improper fraction: mh gn sio kataqrhstik kl sma. recurring continuous fraction: epanalhptik suneq c kl sma. partial fraction: merik apl kl sma. partial fraction expansion: an ptugma se merik apl kl smata. proper fraction: gn sio kl sma. similar fractions: om numa kl smata. simple fraction: apl kl sma. terminating fraction: perato meno kl sma. fractional: klasmatik c, tmhmatik c. an lush. fractional analysis: klasmatik 128 fractional function: klasmatik sun rthsh. fractional step algorithm: alg rijmoc klasmatiko b matoc. randomized fractional factorial designs: tuqaiopoihm noi tmhmatiko fracture: jra sh. fracture mechanics: frame: pla sio, s paragontiko sqediasmo . mhqanik jra shc. sthma. frame of reference: s sthma anafor c. basic frame: basik pla sio. inertial frame of reference: adraneiak s sthma suntetagm nwn. orthonormal frame: orjokanonik pla sio. framing: plais wsh. basic framing: basik plais wsh. elementary framing: stoiqei dhc plais wsh. framework: pla sio. combinatorial framework: sunduastik free: ele pla sio. jeroc, apallagm noc, qwr c. free boundary: ele jero s...
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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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