  The paper deals with Newton maps of complex exponential functions and a
surgery tool developed by P. Ha\"issinsky. The concept of "Postcritically
minimal" Newton maps of complex exponential functions are introduced, analogous
to postcritically finite Newton maps of polynomials. The dynamics preserving
mapping is constructed between the space of postcritically finite Newton maps
of polynomials and the space of postcritically minimal Newton maps of complex
exponential functions.
