This would still lead to something explosive if I understand it correctly,, since dx/dt=xlogx is solved by x=exp(const×exp(t)). Double exponential growth doesn’t diverge in finite time, but it’s still very fast and inconsistent with the graph in the post.
This would still lead to something explosive if I understand it correctly,, since dx/dt=xlogx is solved by x=exp(const×exp(t)). Double exponential growth doesn’t diverge in finite time, but it’s still very fast and inconsistent with the graph in the post.