Is the conjugate of a fuzzy number defined? If yes, what is it and if not then what does the following result in: $I=(\frac{(P+jQ)}{V})* $ where $I,P,Q$ and $V$ are all triangular fuzzy numbers
Given $(a+bj)*=a-bj$, where * is the complex conjugate operator and $I$=current, $V$=voltage, $S$=apparent power and $S=P+jQ=VI*$.
