Earlier quoted context omitted.
> Population growth is a fundamentally exponential process No it isn't. If everyone has one or less children, the population does not grow exponentially.
> If everyone has one or less children, the population does not grow exponentially. False. An exponential function, and a growing exponential function, differ only in the value of the exponent. Here's an equation that predicts future population based on the value of an exponential term: The equation: pt - p0 e^rt pt = population at time t p0 = present population r = rate of population growth, 1% = .01 t = time A resu…
We're not talking about how to model population growth, or functions, we're talking about whether every couple having one child results in exponential growth and it simply does not. If the population decreases, that is not exponential growth. An exponential result != exponential growth. You are wrong and we are done.