A theory of oligopolistic innovation adoption is developed in which intrafi
rm diffusions occur because the marginal cost of adoption is increasing in
the rate of adoption. The equilibrium intrafirm diffusion curve is S-shaped
or concave, as are empirically observed ones. This diffusion curve is more
likely to be S-shaped the more competitive the industry, the larger the ma
rginal cost of adoption or the pre-innovation unit cost of production, or t
he smaller the demand. The diffusion is longer, and so the extent of adopti
on at any date is lower the more competitive the industry, the larger the m
arginal cost of adoption or the pre-innovation unit cost of production, or
the smaller the demand. A surprising result is that an increase in the unit
cost reduction from the innovation has an ambiguous effect on diffusion. O
bviously, a larger cost reduction allows each firm to earn a larger flow pr
ofit at every date from the same rate of adoption. However a more subtle ef
fect is that it also allows the firm to earn the same flow of profit with a
slower rate of adoption, and so lower adoption costs. That is, the firms a
lso have an incentive to spread out the diffusion over a longer period of t
ime to save on adoption costs.