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Domain decomposition method m jodoc diamerismo

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Unformatted text preview: rapez ou, bl. median. l sh mesoepip dou. midpoint: m son, kentrik shme o. m son euj grammou tm matoc. midpoint of a line segment: midrange: mesok mansh. midrank: m soc bajm c. mile: m li. nautical mile: nautik m li. Minding's theorem: je rhma tou Minding. minima: el qista, bl. minimum. minimal: el qistoc, elaqistotik c, elaqistik c. minimal basis: elaqistotik b sh. minimal element: el qisto elaqistotik stoiqe o. minimal error method: m jodoc elaq stou sf lmatoc. minimal polynomial: elaqistotik el qisto polu numo. minimal su cient statistic: elaqistotik el qisth epark minimal surface: elaqistotik epif neia. c statistik sun rthsh. minimalization: elaqistopo hsh, elaqistikopo hsh. bounded minimalization: fragm nh elaqistopo hsh. unbounded minimalization: mh fragm nh elaqistopo hsh. minimality: elaqistotik thta, to elaqistotik , to el qisto. minimax: elaqistom gisto, elaqistom gistoc, minimax. minimax polynomial: polu numo elaqistomeg stou, polu numo minimax. minimax principle: arq elaqistomeg stou, arq minimax. minimax test function: elegqosun rthsh elaqistomeg stou, elegqosun rthsh minimax. minimax theorem: je rhma elaqistomeg stou, je rhma minimax. 205 minimization: elaqistopo hsh. constrained minimization problem: desmeum no pr blhma elaqistopo hshc. minimization problem: pr blhma elaqistopo hshc. minimize: elaqistopoi . minimizer: elaqistopoiht global minimizer: kajolik minimizing: elaqistopoi c, elaqistopoio sa. c elaqistopoiht c. n, elaqistopoi ntac. sa sun rthsh. minimizing function: elaqistopoio minimum (pl. minima): el qistoc, el qisto, el qisth tim . minimum polynomial: el qisto polu numo. minimum modulus: el qisto m tro. minimum modulus theorem: je rhma tou elaq stou m trou. minimum properties: el qistec idi thtec. minimum variance: el qisth diaspor . absolute minimum: ap luto el qisto. relative minimum: sqetik el qisto. miniscope: el qisth emb leia (p.q. posode kth). el qisthc emb leiac. miniscope form: morf Minkowski, (-) Minkowski's inequality: anis minor: deutere thta tou Minkowski. wn, mikr c, el sswn. minor axis: mikr c xonac. minor determinant: el ssona or zousa. minor segment: el sson tm ma. minority: meioyhf a. minterm: elaqist roc. minuend: meiwt oc. minus: me on, plhn. minus sign: to plhn, s minute: pr to lept mirror: k toptro. mbolo thc afa reshc. . mirror image: e dwlo. miscible: anam ximoc. mixed: mikt c. mixed boundary condition: mikt sunoriak sunj kh. mixed element: mikt stoiqe o. mixed nite elements: mikt peperasm na stoiqe a. mixed integer programming: mikt c ak raioc programmatism 206 c. mixed (boundary value) problem: mikt mixed volume: mikt c gkoc. mixing: m xh, anam xh. mixing ow: ro m xhc an mixing length: m koc m xhc mixhc. an mixhc. mixture: m gma. mnemonic: mnhmonik c. mobile: kinht c. mobility: kinhtik thta. mobility matrix: p nakac kinhtik modal: tupik c. modal matrix: typik mode: tr pr blhma (sunoriak n tim n). thtac. c p nakac. poc (tal ntwshc), tal ntwsh, pijan terh tim . mode of vibration: tr poc tal ntwshc. dangerous mode: epik ndun...
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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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