Hello
I am trying to develop a simple model which will approximate how volatile an exhange rate is and then determine how often new data should be retrieved in order to update the model. The purpose of this model is to eliminate the need to check whether a value is over or under a certain amount by hand. I am more interested in being slightly conservative so that I have to check more things by hand than not in order to avoid missing any items over the threshold.
To give an example, since CAD/USD is not a very volatile rate, new data can be acquired weekly or even monthly, but some other rates are a lot more volatile and require daily monitoring.
How would you approach this problem?
Thanks,
Chris
Here is what i have come up with so far: Although I have up to 10 years of data, I think 90 (or even 60 days) might be a more accurate predictor. Since momentum clearly plays a part in the rate from day to day, I should somehow account for the skewness of the distribution (it is obviously not normal). I am currently unsure of how to do this. I know I will need to take the absolute of the skewness because direction really does not matter in this case.
Here is some excel statistics:
I am trying to develop a simple model which will approximate how volatile an exhange rate is and then determine how often new data should be retrieved in order to update the model. The purpose of this model is to eliminate the need to check whether a value is over or under a certain amount by hand. I am more interested in being slightly conservative so that I have to check more things by hand than not in order to avoid missing any items over the threshold.
To give an example, since CAD/USD is not a very volatile rate, new data can be acquired weekly or even monthly, but some other rates are a lot more volatile and require daily monitoring.
How would you approach this problem?
Thanks,
Chris
Here is what i have come up with so far: Although I have up to 10 years of data, I think 90 (or even 60 days) might be a more accurate predictor. Since momentum clearly plays a part in the rate from day to day, I should somehow account for the skewness of the distribution (it is obviously not normal). I am currently unsure of how to do this. I know I will need to take the absolute of the skewness because direction really does not matter in this case.
Here is some excel statistics:
Mean | 1.052848 |
Standard Error | 0.002132 |
Median | 1.0487 |
Mode | 1.0445 |
Standard Deviation | 0.020116 |
Sample Variance | 0.000405 |
Kurtosis | -0.14035 |
Skewness | 0.726448 |
Range | 0.0832 |
Minimum | 1.0237 |
Maximum | 1.1069 |
Sum | 93.7035 |
Count | 89 |
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