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Re: st: interpretation for negative and positive slope combination of interaction term
From
Nahla Betelmal <[email protected]>
To
[email protected]
Subject
Re: st: interpretation for negative and positive slope combination of interaction term
Date
Thu, 9 May 2013 21:17:34 +0100
Nothing. the email is still empty. it only says: Sent from my
BlackBerry® smartphone provided by Airtel Nigeria.
and I am desperate for help plz
Thanks again
nahla
On 9 May 2013 21:09, <[email protected]> wrote:
> Sent from my BlackBerry® smartphone provided by Airtel Nigeria.
>
> -----Original Message-----
> From: David Crow <[email protected]>
> Sender: [email protected]
> Date: Thu, 9 May 2013 14:46:20
> To: <[email protected]>
> Reply-To: [email protected]
> Subject: Re: st: interpretation for negative and positive slope combination of
> interaction term
>
> Dear Nahla-
>
> You're on the right track, but not quite right. I find that it's good
> to think of the meaning of each coefficient. Let's boil your model
> down to just the two variables (Market Value, MV, and Overconfident
> Managers, OC), their interaction, and an intercept:
>
> y =3D B0 + B1*(MV) + B2*(OC) + B3*(MV*OC) + u
>
> and
>
> yhat =3D B0 + B1*(MV) + B2*(OC) + B3*(MV*OC)
>
> Since OC is an indicator variable (overconfident =3D 1), when
> OC=3D0--that is, for non-overconfident, or "realistic" managers"--yhat
> is simply B0 +
> B1*(MV) and the effect of market value is given by B1. However, when
> OC=3D1--that is, for overconfident managers--yhat is
> B0+B1*MV+B2*OC+B3*MV*OC. Since OC=3D1, this simplifies to
> B0+B1*MV+B2+B3*MV and the effect of MV is given by B1+B2+B3.
>
> Your calculation (-0.0566241 + 0.0596146=3D 0.003) leaves out the term
> B2, the coefficient for OC. So, the correct slopes are:
>
> OC=3D0: -0.0566241
> OC=3D1: -0.0566241 + -.1040174 + 0.0596146 =3D -.1010269.
>
> In this case, the effects of market value appear to attenuate the effects
> of overconfidence.
>
> Hope this helps.
>
> Best,
> David
>
> On Thu, May 9, 2013 at 8:20 AM, Nahla Betelmal <[email protected]> wrote:
>> Dear Statalist,
>>
>>
>> As you can see below, I have a interaction term between OC (dummy =1
>> for overconfidence) and MV (continuous variable for market value). The
>> interaction term is positive and significant. I want to calculate the
>> slope against MB for overconfident managers which should be the
>> coefficient of MV plus the coefficient of OC*MV.
>> I am confused how to get this figure because MV is negative and OC*MV
>> is positive. So, Should it be -0.0566241 + 0.0596146= 0.003? if this
>> is true how can I interpret how many times the effect of MV is larger
>> for overconfident managers?? 0.003/0.0566.
>>
>> I am really confused and I highly appreciate your help please
>>
>>
>>
>>
>> Linear regression Number of obs = 49
>> F( 10, 38) = 3.23
>> Prob > F = 0.0043
>> R-squared = 0.4385
>> Root MSE = .08529
>>
>> ------------------------------------------------------------------------------
>> | Robust
>> earnings managment| Coef. Std. Err. t P>|t| [95%
>> Conf. Interval]
>> -------------+----------------------------------------------------------------
>> var1 | .0081153 .0058432 1.39 0.173 -.0037137 .0199443
>> MV | -.0566241 .0353602 -1.60 0.118 -.128207 .0149588
>> var3| .1992782 .093338 2.14 0.039 .0103252 .3882312
>> var4 | -.0040891 .0109331 -0.37 0.710 -.0262219 .0180437
>> var5 | .0817256 .1169071 0.70 0.489 -.1549405 .3183917
>> var6 | .0291373 .026944 1.08 0.286 -.0254079 .0836825
>> var7 | -.0646094 .0320074 -2.02 0.051 -.129405 .0001863
>> var8 | -.0867868 .0311875 -2.78 0.008 -.1499227 -.0236509
>> OC| -.1040174 .0556577 -1.87 0.069 -.2166906 .0086558
>> OC*MV | .0596146 .0324333 1.84 0.074 -.0060433 .1252724
>> _cons | .1643745 .0994735 1.65 0.107 -.0369991 .365748
>>
>>
>> many Thanks
>>
>> Nahla Betelmal
>> *
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>> * http://www.stata.com/support/faqs/resources/statalist-faq/
>> * http://www.ats.ucla.edu/stat/stata/
>
>
>
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