Hi, I try to ask here, because I hope someone will help me understand this
problem-
I have fittet a glm in R with the results
> glm1 <-
> glm(log(claims)~log(sum)*as.factor(grp),family=gaussian(link="identity"))
> summary(glm1)
Call:
glm(formula = log(claims) ~ log(sum) * as.factor(grp), family
To glm is
glm(log(mydata)~log(max_data)*as.factor(grp),family=Gamma(link="log"))
And I was wondering if you can read the scale and shape from summary
There a quite a few "gamma models" around, so you should tell us more.
glmXXX? lmer?
Dieter
__
R-
Hi, I have fittet a gamma model, and is wondering if I can read the shape and
the scale direct from the summary
Estimate Std. Errort valuePr(>|t|)
(Intercept) 1.612e+00 4.735e-02 34.052 <2e-16 ***
myvalue 3.564e-02 2.
I got a distribution function and a empirical distribution function. How do I
make to Kolmogorov-Smirnov test in R.
Lets call the empirical distribution function >Fn on [0,1]
and the distribution function >F on [0,1]
ks.test( )
thanks for the help
--
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e your course instructor will help with that.
>
> --
> David Winsemius
> On Apr 28, 2009, at 11:34 AM, mathallan wrote:
>
>>
>> Hi
>>
>> I got a dataset
>>
>> loss max.loss grp
>> 1 10 50 2
>> 2
Hi
I got a dataset
loss max.loss grp
1 10 50 2
2 15 33 1
3 18 49 2
4 33 38 1
5 8 50 3
6 19 29 1
7 22 51 4
8 50 50
How can I from the summary function, decide which glm (fit1, fit2 or fit3)
fits to data best? I don't know what to look after, so I would please
explain the important output.
> fit1 <- glm(Y~X, family=gaussian(link="identity"))
> fit2 <- glm(Y~X, family=gaussian(link="log"))
> fit3 <- glm(Y~X, fa
Thanks for the answer David
Sum er the "sum insured" the maximal loss of the company. Claims, is the
actually claim size. Group is wich type of business is insured.
Can you help me to solve the problem?
It is very difficult to determine "rightness" since you have omitted
essential backgroun
I have to fit a generalized linear model in R, and I have never done this
before, so I'm in very much doubt.
I have a dataset (of 4036 observations)
claims sum grp
1 3852 345702931
2 1194 7776468 1
3
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