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# Modi ed bessel functions tropopoihm nec sunart seic

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Unformatted text preview: approximation: b ltisth pros ggish. best estimator: b ltisth ektim tria. beta: b ta. beta decay: di spash b ta (fusik ). 28 ex swsh tou Bessel. beta distribution: katanom b ta. beta function: sun rthsh b ta. beta radiation: aktinobol a b ta. beta rays: akt nec b ta. beta transitions: metapt seic b ta (fusik ). incomplete beta tables: atele c ellipe c b ta p nakec. Betti, Enrico (1823-1892) Betti numbers: arijmo Betti. dianalutik c. dianalutik . examhnia oc. bianalytical: bianalytically: biannual: bias: merolhy a, p lwsh (luqni n). inherent bias: eggen c merolhy a. procedural bias: diadikastik merolhy a. type bias: merolhy a t pou. biased: merolhptik c, mh amer lhptoc. biased estimate: mh amer lhpth ekt mhsh. biased estimator: mh amer lhpth ektim tria. biased probability: mh amer lhpth pijan thta. biaxial: diaxonik biaxial crystal: c. diaxonik c kr stalloc. biconcave: amf koiloc. biconcave lens: amf koiloc fak c. biconditional: amfepagwg (plhroforik biconical: dikwnik c. bicontinuous: amfisuneq c. biconvex: amf kurtoc. biconvex lens: amf kurtoc fak bicubic: dikubik c. c. bicubic basis functions: dikubik c sunart bicubic element: dikubik stoiqe o. bidiagonal: didiag nioc. bidiagonal matrix: didiag bidimensional: disdi ), amfepagwgik c. seic b shc. nioc p nakac. statoc. stato mont lo. bidimensional model: disdi bidirectional: amf dromoc, amf pleuroc. bidirectional pulses: amf dromoi palmo . 29 bifactor: dipar gontac, diparagontik bifocal: diestiak c, dipl c est ac. bifurcate: diaklad nw, diqal nw. bifurcation: diakl dwsh, diq lwsh. c. bifurcation point: shme o diakl dwshc. random bifurcation: tuqa a diakl dwsh. big: meg loc. big bang: meg lh krhxh. bigger: megal teroc. biharmonic: diarmonik c. biharmonic (di erential) equation: diarmonik biharmonic operator: diarmonik c telest c. biholomorphic: diol (diaforik ) ex swsh. morfoc, diolomorfik c. morfh isodunam a. biholomorphic equivalence: diol bijection: amf rriyh (bl. bijective kai one-to-one and onto). parentheses bijection: amfimonos manth kai ep suna'rthsh parenj sewn. bijective: na proc na kai ep (one-to-one and onto) amfimonos manth kai ep amfimon timh kai ep amfirriptik . Se merik bibl a, amf esh (bijection)! Prosoq : se k poia bibl a, qrhsimopoie tai lanjasm na o roc amfimonos manth (qwr c to ep ). Ep shc, bl. one-to-one and onto. bi-Laplacian: dilaplasian c, diarmonik c. ex swsh bi-Laplacian equation: dilaplasian bilateral: d pleuroc, dimer c. bilateral generating function: bilinear: digrammik diarmonik ex swsh (biharmonic d pleurh genn tria sun rthsh. c. bilinear basis functions: digrammik c sunart seic b shc. bilinear element: digrammik stoiqe o. bilinear form: digrammik morf . bilinear transformation: digrammik c metasqhmatism c. bilinearity: digrammik thta. bilinearly: digrammik . bill: logariasm c, timol gio. billion: disekatomm rio. bimodal: dik rufoc. bimodal distribution: dik binary: duadik rufh katanom . c, dimel c. duadik alf bhto. binary alphabet: 30 equation). binary digit: duadik yhf o, duf o (b...
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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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