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Posted at 2011-12-08 23:14:14 by л View
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<P><FONT face=Tahoma size=2> <COMMENT class=math>{F, F'}</COMMENT>κ Ÿ ̴ְ. <COMMENT class=math>{F(c, 0), F'(-c, 0)}</COMMENT>κ Ÿ <COMMENT class=math>{2a (c>a>0)}</COMMENT> ְ <BR><COMMENT class=math>{{{x}^{2}}/{{a}^{2}}-{{y}^{2}}/{{b}^{2}}`equal`1 ({b}^{2}`equal`{c}^{2}-{a}^{2})}</COMMENT><BR>̴. ְ hyperbola ̸ ڷδ ̶ .</FONT></P> <P><FONT face=Tahoma size=2>hyperbola ְ</FONT></P> <P><FONT face=Tahoma size=2>hyperbola Perga Apollonius( 262 B.C.- 190 B.C.) ˷ ִ. hyperbola huper balleinκ , huper 'ġ(over)' ballein '' ǹѴٰ Ѵ. <BR> <COMMENT class=math>{alpha}</COMMENT> <COMMENT class=math>{beta}</COMMENT> ϸ, <COMMENT class=math>{alpha``<``beta}</COMMENT> ִ. , <COMMENT class=math>{beta}</COMMENT> <COMMENT class=math>{alpha}</COMMENT> ؼ ģٰ ִ. Apollonius Ƹ ̷ hyperbola ̶ ִ(Schwartzman, 1994).<BR><COMMENT class=math>[1]#cn/11`32/40/30//0.3,[2]#ln/[1,B0][1,P1]/{#ls2},[3]A/[1,L2]//0.419,[4]B/[3][1,B0][1,P1]//#vp,[5]#ln/[3][4],[6]#an/[1,P1][4][1,P2]/5/{alpha},[7]#an/[4][1,B0][3]/2.8/{beta}</COMMENT><BR>hyperbola ''̶ ̴. ߱ յ(1811-1882) ( A. Wylie, 1815-1887) åڰ()(1859) hyperbola Ÿ ִٰ Ѵ. hyperbola Ǵ ϱ⺸ٴ, ִٴ Ϳ Ͽ Ӱ ̴(, 1991). 䪿 '¦ ̷' Ƿ ʿ '¦ ̷ ִ '̶ ִ. ǥ鿡 Ÿ 'ְ'̶ ϴ ̴.</FONT></P>
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