| 1. | A local threshold approach would require the setting of another scale parameter.
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| 2. | A variety of Cauchy distributions for various location and scale parameters.
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| 3. | It also extends the usual range of scale parameter to include ? < 0.
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| 4. | It is equal to the scale parameter when the population obeys the gamma distribution.
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| 5. | With shape parameter \ alpha and scale parameter \ beta.
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| 6. | Parameter R is a scaling parameter and does not affect the structure of the Spirograph.
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| 7. | Because of the scaling parameters ? and ?, cones are infinite in extent and not bounded.
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| 8. | The degrees of freedom parameter controls the kurtosis of the distribution and is correlated with the scale parameter.
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| 9. | Where \ nu is the degrees of freedom parameter and \ tau ^ 2 is the scale parameter.
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| 10. | Therefore, t not only serves as a time parameter, but also has the dual role of scale parameter.
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