Hi - you mention above that theory requires a mathematical model that is repeatable and falsifiable. If something is not falsifiable (i.e. cannot be proved wrong) does that mean it is therefore 'true/accepted'? And if so does that mean a theory is not accepted if it can be proved wrong?
Falsifiability is a necessary component part of a valid theory. If your theory cannot be falsified, then it can’t be a theory. The same applies to a hypothesis - if it isn’t falsifiable, then it isn’t a valid hypothesis.
Is something has been
falsified, then it has been proven to be false.
In fairness, most of what is proposed in FET is absolutely falsifiable. The problem is that FET proponents seem to have a blind spot for things that might falsify their theory.