Real Exponential Function

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A Real Exponential Function is an exponential function whose exponent is a real number.



References

2004

... Equations (7) and (8) also hold in the case of complex roots if the real exponential function in (7) and (8) is replaced with a complex exponential function [8]. The expressions of the coefficients,,, in (7) and (8) is reported in Appendix A. On the basis of (7) and (8), the time...

2003

1995

... QUOTE: C2 (n) sl + Equations (5) and (6) also apply to the complex root case (ie, imaginary b, complex SI and s2) if the real exponential function in (5) and (6) is replaced with a complex exponential function. Constants Cl (n), C2 (n), e..., C7 (n) are defined as 1 C n..

1988