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# Concentric pencils om kentrec d smec concentrically

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Unformatted text preview: sunoriak sunj kh. Cauchy-Riemann conditions: sunj kec twn Cauchy-Riemann. compatibility condition: sunj kh sumbibast thtac. Dirichlet condition: sunj kh Dirichlet. end conditions: sunj kec krwn. essential boundary condition: ousiastik sunoriak sunj kh (sunj kh Dirichlet). forcing conditions: sunj kec exanagkasmo . homogeneous (boundary) condition: omogen c (sunoriak ) sunj kh. ill conditioned: kak c kat stashc. initial condition: arqik sunj kh. kinematic condition: kinhmatik sunj kh. mixed boundary condition: mikt sunoriak sunj kh. natural boundary condition: fusik sunoriak sunj kh (sunj kh Neumann). necessary condition: anagka a sunj kh. necessary and su cient condition: anagka a kai ikan sunj kh. Neumann condition: sunj kh Neumann. su cient condition: ikan sunj kh. well conditioned: kal c kat stashc. conditional: up kat sunj kh, up rouc, desmeum noc, sqetik c, upojetik c (logik ). conditional convergence: sqetik s gklish, s gklish up sunj kh. conditional distribution: desmeum nh katanom katanom up sunj kh. conditional equality: up sujn kh is thta. conditional moment: desmeum nh rop rop up sunj kh. conditional probability: desmeum nh pijan thta pijan thta up sunj kh. conditional stability: eust jeia up sunj kh. conditional statement: upojetik pr tash (sun. hypothetical statement). conditionally: sqetik c, up sunj kh, up rouc, desmeum na. , up sunj kh sugkl nousa seir . conditionally convergent series: sqetik c sugkl nousa seir conditionally stable: eustaj c up sunj kh. conditioned: . ill conditioned: kak c kat stashc. 56 well conditioned: kal conditioning: kat c kat stashc. stash, stajeropo hsh. kat stash. ill conditioning: kak conducting: ag gimoc. conducting medium: ag gimo m so. , di dosh. agwg jerm thtac. conduction: agwg heat conduction: conductivity: agwgim thermal conductivity: conductor: agwg thta. jermik agwgim thta. c. t leioc agwg c. perfect conductor: cone: k noc. cut cone: k louroc k noc. circular cone: kuklik c k noc. director cone: odhg c k noc. dispersion cone: k noc diaspor c. frustrum of cone: k louroc k noc. inscribed cone: eggegramm noc k noc. oblique cone: pl gioc k noc. right circular cone: orj c kuklik c k noc. right cone: orj c k noc. slant height of a cone: gen teira k nou. spherical cone: sfairik c k noc. truncated cone: apokomm noc k louroc k con dence: empistos noc. nh, pepo jhsh. con dence coe cient: suntelest c empistos nhc. con dence interval: di sthma empistos nhc. con dence level: suntelest c empistos nhc. con dence limits: ria empistos nhc. con dence region: qwr o perioq empistos nhc. lower con dence limit: kat tero rio empistos nhc. shortest con dence interval: braq tato di sthma empistos upper con dence limit: an tero rio empistos nhc. con guration: (gewmetrik nhc. c) sqhmatism c, kat stash. Se bibl a plhroforik c, sunolik kat stash. halted con guration: termatism nh kat stash (plhroforik ). hanging con guration: krem menh kat stash (plhroforik ). space con guration: fasik c q roc. con uence: sumbol , surro . con uent: sumb llwn, surr...
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