👉 In mathematics, a pulselike function is an object that behaves like the exponential function except for its singularity at zero. This allows one to define new mathematical objects by studying the behavior of functions that are "like" or "close" to the exponential function but have additional properties.
Pulselike functions can be defined in several ways, depending on how they are defined:
1.
Analytic Functions
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- These functions are analytic (holomorphic) and continuous everywhere, meaning