| 1. | It also lacked functions for the natural logarithm and exponential function.
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| 2. | However, many exponential functions, are discontinuous at \ infty.
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| 3. | The power series of the exponential function is absolutely convergent everywhere.
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| 4. | Then one can compute the exponential function of that series expansion.
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| 5. | The function is called the ( natural ) exponential function.
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| 6. | The exponential function extends to an entire function on the complex plane.
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| 7. | We could alternatively define the complex exponential function based on this relationship.
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| 8. | The standard example for this task is the exponential function.
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| 9. | This varying density results in a curve similar to the exponential function.
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| 10. | This behavior is referred to as a " decaying " exponential function.
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