Exp(x) is CKKS without ChebyshevFunction

Since ChebyshevFunction requires relatively large parameters, is there a way in CKKS to evaluate exp(x) without using ChebyshevFunction?

Hi,
I suggest reading this paper.
You can approximate the exponential function with a truncated Taylor series. Depending on the application, you can use a reduction that allows you to achieve faster convergence at the expense of slightly greater depth. This is explained in more detail in the paper.

Thanks for your reply! This is very helpful.