A maximum exists in the potential dependence of the pit initiation rate.
This maximum exists as the coefficients of q.s.o. are not greater than 1.
If a minimum (maximum) exists, then it verifies( p - gamma = C^{prime}(mu ) ).
With ( Z = 0 ), the maximum exists where the curve turns flat, forming a company size of ( S_{Z = 0} ).
Therefore, we see from (2) that another maximum exists, which is very close, in terms of the log likelihood value, to this (global) maximum.
For every A, B ∈ CL ( X ), let H ( A, B ) = { max { sup x ∈ A d ( x, B ), sup y ∈ B d ( y, A ) } if the maximum exists ; ∞ otherwise.
For every A, B ∈ C L X X ), let H ( A, B ) = { max { sup x ∈ A d ( x, B ), sup y ∈ B d ( y, A ) }, if the maximum exists ; ∞, otherwise.
Since the noise variance is strict positive, standard arguments can be used to show that with our choice of the utility functions, the maximum exists.
A rate maximum exists at commercially attractive low water conditions, and optimisation of the process parameters gives acetic acid with a selectivity in excess of 99% based upon methanol.
When ( Z > 0 ), the maximum exists at the point that the slope of the income curve is tangent to the indifference curve between income and size of the work group.
