hi Swathi,
If you use different degrees of polynomials are used for fitting trend line, then you should use adjusted R square which is not displayed in Excel. So, you use any stat. software that gives adjusted R-square
Hope this will help you.
S.Ravindran
S.Ravindran
----- Original Message ----
From: swathi shetty <swathisona_shetty@...>
To: Statisticians_group@...
Sent: Tuesday, October 10, 2006 10:56:41 PM
Subject: [Statisticians_group] Problem related to time series analysis
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From: swathi shetty <swathisona_shetty@...>
To: Statisticians_group@...
Sent: Tuesday, October 10, 2006 10:56:41 PM
Subject: [Statisticians_group] Problem related to time series analysis
Hi all,
Can anybody help me in solving the below mentioned problems
Excel has a number of tools to assist in analyzing trends in data. Excel offers six choices of types of trend lines that might be applied to the charted data, namely
- Linear
- Logarithmic
- Polynomial
- Power
- Exponential
- Moving Average
And along with these trend line, if necessary excel will also display the R2 value and the equation.
My problem here is in interpreting the R2 value, based on the R2 value we select one of the trend line which best fits the data and use it to predict the future values, but the problem in case of polynomial regression is when we increase the degree of the polynomial the R2 value increases. What decision has to be taken in this case? Do we have to select the model with highest degree, since it has the highest R2 value?
In case of time series analysis with one set of study variable, when we fit a trend line using polynomial regression
Y=b+c1X+c2X2+------------+c6X6 in excel the values for X are taken as 1, 2, 3, 4, 5, --------------, as the number of observation increases the X value also increases and therefore the future predicted response values(Y) will be too big for the model with positive coefficient which is far from reality. How to over come this problem?
Looking forward for the solutions.
Kind Regards
Swathi.
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