IMO, that is a narrow view of evolution. I am not equating growth with evolution, I am proposing a perspective that there is a strong connection between evolution and the ability to grow and procreate. In nature this process of beneficial changes may take long periods of time as a natural probabilistic process.
OTOH, on farms we find human selection of specific desired traits. The Sex Link chicken was specifically bred to lay many eggs but NOT brood them. In nature this species would have not survived for very long, but in the protected area of the farm and plenty feed, it thrives and produces marketable eggs. That was to illustrate the fractal nature of growth by natural selection, IOW evolution.
I am looking at this from an overall perspective of related natural functions which result in the constant evolution (or devolution) of all things.
A definition of growth can be applied to anything which is in process of increasing in size.
However, in the wild, the exponential function eventually results in over-crowding and natural selection will cull the growth and size of the flock . IOW, stop further growth in size of the flock through shorter lifespans or the size (growth of the chickens.
A goldfish (carp) in a bowl will stay small, but release it into the wild and it may grow to several pounds and ten times its size. A goldfish is a pygmy carp.
One of the reasons why on small islands most species are small (pygmy species) and require less resources. See Bartlett on the Exponential function.
Here is an example of CEO's of large companies discussing *growth v evolution"
Thus there is a direct connection between growth and evolution. One major difference is that there are limits to growth time of individuals because it has natural growth limitations in its DNA, but evolution and natural selection continue unrestricted and all things are subject to evolutionary functions, which result in beneficial or detrimental results in the growth of anything.
Time of growth or evolution are irrelevant in the greater context of universal functions.