| 31. | For any, the expected value of is simply the probability that all of the
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| 32. | The expected value of { N } ( B ) can be written as:
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| 33. | We see that exponential decay is a well-known expected value.
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| 34. | This provides us with a method for calculating the expected values of many microscopic quantities.
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| 35. | Where " E " is the expected value operator.
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| 36. | Statistical estimation also tries to find the expected values.
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| 37. | Then the curved scale used for the expected value is selected based on the range.
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| 38. | Products which cause higher than expected values are enhancing.
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| 39. | Statistically sufficient numbers of photon packets must be simulated to obtain the expected values accurately.
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| 40. | Evaluating a gamble and calculating its expected value requires a certain amount of cognitive control.
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