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| bio | website | Kormanik.com |
|---|---|---|
| location | Salt Lake City, Utah | |
| age | ||
| visits | member for | 1 year |
| seen | Apr 15 at 5:17 | |
| stats | profile views | 206 |
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May 21 |
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Finding the best two predictor variables used conjointly, and levels of each You people are geniuses, providing a great deal of insight into answering the question. Problem solved! If you're ever in town be sure to look me up so that I can buy you a beer. |
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May 18 |
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Best way to compare two alternative models Good response Michael. Thanks much. |
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May 18 |
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Best way to compare two alternative models Macro, thanks. Your answer is, then, you would use R. And the procedure you would use is you'd write your own code. Hopefully someone with SAS expertise will come forward with an answer. |
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May 17 |
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Best way to compare two alternative models Yes, I looked over similar questions, but none are exactly as I've asked. Care to contribute an answer? I'd appreciate it. |
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May 17 |
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Finding the best two predictor variables used conjointly, and levels of each Does anyone here have a familiarity with SAS? |
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May 17 |
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Finding the best two predictor variables used conjointly, and levels of each The example given at the top of the post posits two predictor variables -- time of day, highway traffic frequency. These two are then taken TOGETHER to predict some response variable. There seems no need for "linear, quadratic, cubic." Why complicate the matter?? Should be simple and straight-forward. Which two of the twenty possible predictor variables, and at what respective levels, used TOGETHER, do the best job in predicting the response? What statistical package seems best to use? What procedure in the package? Please try to explain so that others here can learn from your answer. |
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May 17 |
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Finding the best two predictor variables used conjointly, and levels of each Predictor variables are not linear -- the oscillation of time (each day) is not linear, but goes in a continuous cycle over and over and over again. Thus oscillator predictor variables pose what to me is a conundrum. |
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May 17 |
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Finding the best two predictor variables used conjointly, and levels of each Levels of each -- in the example predictor variable provided above, "Time of day," the level would be the time of day -- say, for instance, around 6pm, or, perhaps a range, from 6pm to 6:30pm. (Remember, TOGETHER with another predictor variable and level. Second example given -- when the highway traffic is around 200 cars per minute passing a designated point. Or a range between 175 to 225 cars per minute.) |
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May 17 |
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Finding the best two predictor variables used conjointly, and levels of each Sample size is approximately 500. |
