| 21. | Mathematically, the sum of two exponential functions is not a single exponential function.
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| 22. | Then, using the complex exponential function one defines
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| 23. | This relationship is true regardless of the base of the logarithmic or exponential function.
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| 24. | With " exp " denoting the exponential function.
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| 25. | :Or are you actually hoping to create a sine with an exponential function?
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| 26. | The exponential function arises because the probabilities for each draw are all multiplied together.
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| 27. | The exponential function exists for any complex number.
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| 28. | I . e . the complex exponential function.
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| 29. | Basic logarithmic and exponential functions were also provided.
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| 30. | In fact the gamma function corresponds to the Mellin transform of the negative exponential function:
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