應用 ohlson 會計評價模型 探究公司治理之價值攸關性...

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應應 OHLSON 應應應應應應 應應應應應應應應應應應應 應應應應應應應應應應應應 應應應應應應 應應應應應應應 應應 : 應應應 應應應應 應應應應應應應應應 ,一 應應應 應應應應 應應應應應應應應應應應 ,一 應應應 應應應應應應應應應 應應應 應應應應應應應應應應應應應應應應應 應應應應 : 應應應 應應 MA1A0104 應應應 應應 MA1A0206 應應應

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應用 OHLSON 會計評價模型 探究公司治理之價值攸關性 -以台灣上市公司電子業為例. 台大管理論叢,第十五卷第二期 作者 : 陳振遠,高雄第一科技大學企管所教授 張智堯,高雄第一科技大學財務管理所碩士 王蘭芬,台北大學會計系講師 李文智,高雄應用科技大學商務經營研究所教授. 會碩一甲 MA1A0104 吳惠玲 會碩一甲 MA1A0206 吳靜微. 指導老師 : 林憶樺. 摘要. 過去有關企業評價議題之研究,都僅侷限於財務報表相關資訊之應用 - PowerPoint PPT Presentation

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  • OHLSON:

    : MA1A0104 MA1A0206

  • Ohlson1995

  • Ohlson

  • 1997

    OECD1999corporate governance

  • Easton1985

  • Ohlson1995

    =+

  • Ohlson1995

    Ohlson

  • Amir and Lev1996

  • OECD

  • Agrawal1990

    Oswald and Jahera1991

  • Morck, Shleifer, and Vishny1988

  • Morck, Shleifer, and Vishny1988

    5~25 5 25

  • 79

  • 1 (Oswald and Jahera,1991)

    2 (Agrawal,1990)

  • 3 (Morck, Shleifer, and Vishny,1988)

    4 (Edwards and Weichenrierer, 2001)

  • 5 (79)

  • -1998 2001

    76304

  • -

    TEJ

  • -

    ()()

  • -

    5

  • -

  • -///1 0

  • -Ohlson1995MV = a0 + a1BV + a2EPS + aiCGFi

    MV BV EPS CGFi

  • -88Ohlson1995

  • -

    ()

  • -Theil1971

  • 1 304

    67.1049.003.83632.0064.0117.5716.581.0661.136.961.601.56-12.2114.262.9022.6522.405.1259.0010.602.251.670.0016.702.200.260.240.001.000.2218.3516.412.1757.8210.11/0.580.620.031.000.290.450.400.022.210.290.310.000.001.000.460.580.080.0022.941.74

  • 2 304*10%**5%***1%

    /10.65***10.73***0.74***1 0.090.030.071 0.080.17***0.13**-0.55***1 -0.12**-0.17***-0.13**-0.020.001 -0.01-0.04-0.030.75***-0.27***-0.091/ 0.060.020.09-0.24***0.04-0.01-0.54***1-0.15***-0.23***-0.22***-0.19***0.13**-0.18***0.12**-0.30***10.12**-0.04-0.05-0.05-0.10-0.02-0.060.080.051-0.02-0.02-0.070.01-0.11-0.070.09-0.09-0.010.14**1

  • 3 304*10%**5%***1%R2

    t?-14.81 -0.84 +2.39 4.48 ***+11.95 9.55 ***+0.61 1.31 +0.48 0.33 +1.81 0.16 +-0.30 -0.64 /+0.31 0.03 --0.32 -0.06 ?21.35 4.02 ***+0.31 0.22 R20.59ADJ. R20.57

  • 4

    (%)(%)12.284 28.552 28.552 21.451 18.133 46.685 31.201 15.015 61.700

  • 5

    0.8720.7550.6230.3780.2670.0570.8450.742/0.6750.3940.6750.2530.5400.0470.4390.069

  • 6

    (%)11. 2. -0.926088-0.842247 2.28428.55221.-0.8033791.45146.68531.0.7281841.20161.700

  • 7 112; 32*10%**5%***1% R2F

    1 2 3 ttt7.2860.88967.10218.297***7.1150.8772.3184.430***2.3134.465***11.9349.508***12.0919.681***1-0.281-0.0761.9650.8092-5.308-1.445-0.855-0.3503-4.559-1.241-7.250-2.981***R2 0.5580.0120.572ADJ. R2 0.5550.0020.564F 189.7201.21179.503

  • 8

    8332.0644%100.000%2.58593%13.6268%: 12345/ 678

  • 9

    dfpLambda00.418 0.175 84.000 24.000 0.000 0.755 10.248 0.061 27.000 14.000 0.022 0.915 20.160 0.026 8.000 6.000 0.022 0.974

  • 10 yy*1=-0.133+0.814+0.3412y*2=-1.496+0.363+0.722y*3=-0.065-1.246+1.492

    , , Y1*Y2*Y3*Y1*Y2*Y3*-0.133 -1.496 -0.065 0.6456 -0.7348 0.2079 0.814 0.363 -1.246 0.9794 -0.0790 -0.1859 0.342 0.722 1.492 0.8460 -0.0980 0.5240

  • 11 x

    , , X1*X2*X3*X1*X2*X3* 0.719 -0.755 0.517 0.0983 -0.2797 0.3786 0.754 -0.231 0.076 0.4165 0.1591 -0.1528 -0.545 0.048 0.219 -0.3921 0.0817 0.1717 -0.537 0.378 0.228 -0.0963 -0.0970 0.0605 /-0.244 0.007 0.954 /0.0986 -0.0558 0.6594 -0.639 -0.139 0.218 -0.5720 -0.0340 -0.1728 -0.038 -0.933 -0.175 -0.1526 -0.9100 -0.1867 -0.029 -0.038 -0.326 -0.0911 -0.1171 -0.4306

  • 11 xx*1=0.7189+0.754-0.545-0.537-0.244/-0.639-0.038-0.029x*1()x*1

  • 12 x,y

    (), (), 0.089 0.016 0.697 0.122 0.121 0.007 0.185 0.011 0.111 0.003 0.118 0.003

  • 1

  • 8

  • THE END