“…However, following Deneckere (1983Deneckere ( , 1984, we look at the critical interest rate implied by (4"). That is, we will ask if increasing j3.s allows a given y,(n) to be maintained for even larger values of r. Using the implicit function on (4"), we find that aF -=~(y2-y~[~+(l-P)~l)>o. ar Accordingly, dr/dp > 0, such that more product differentiation allows a given output to be maintained with higher discount rate, if ar*,G@ < ((1 + r)/r)ar/aj3, that is, if the penalty effect dominates.…”