Jarhyn
Wizard
- Joined
- Mar 29, 2010
- Messages
- 15,597
- Gender
- Androgyne; they/them
- Basic Beliefs
- Natural Philosophy, Game Theoretic Ethicist
I am speaking of "meaningful" to the idea of "meaningful" as relates to Planck distances and quantities.How is "meaningful" defined? Is a change in the state of one degree of freedom at one point "meaningful"?
To wit: there is an activation energy on a transistor. A single electron leaking through is not "meaningful", the field interacting in whole and discrete ways and never diverging from this "discrete" nature in it's most basic properties.
Our universe as we observe it will have one series of events that proceed from beginning to end. Whether the determinancy is "just so" or "pseudorandom", the same series of virtual interactions will drive the same systemic output. This means that all such systems are describable in deterministic terms.OK. But what do we gain from this observation? Is our universe (the one we live in) completely describable, i.e. fully determinate
Math may describe what happened, in relation to initial conditions (which include the "pad" of the "run"). That the initial conditions are absurd does not change that they are still describable in these terms in their entirety.
The universe we live in, if it is describable by math (which it is, as pointed out), is being described by math in quantum physics whose axioms are not invented to make new room for the math of physics in particular.What does this have to do with the universe we actually live in?
The math of physics is being described by a limited set of axioms demanded of math that just so happen to continue to be useful for describing everything that happens, without making new additions to those axioms.
This means that any reality so describable is, trivially, describable as a member of a class of such realities, and properties can be general to those objects of such a class, variant as they are by their fundamental absurdity within the set and varied across them by the relationship that defines the field.
Things defined in this way can, in fact, have creator gods.
Thus there are zero or more "creator gods" of such constructions, and they may be omnipotent and omniscient, though they may also be evil assholes.
What this means, philosophically is that "no 'creator god' deserves worship"
Such is a much more philosophically useful position as regards gods, because it prepares those who accept "zero or more" to make informed decisions even if for whatever reason, "or more" happens to pan out; and it acknowledges that there are potential cosmologies, metaphysics, that allow for this.
Doing right by one another is more important and it just so happens that any universe so trivial bound up to be defined by axioms of math as it may be is unequivocally so bound as systems of existence within systems of math are themselves inextricably bound up by game theory; and if it is not so bound up as a mathematical system subordinated under such axioms as demand game theory sensibly understands existing within it, one is DECLARING there to be some ineffable 'thing' unto god that resists the possibility of understanding or describing with axioms and that logic is null and void.
Nowhere in our universe is the ability to make a positive claim that there are exactly zero creator gods. One can make statements which allow such as may or may not exist to be trivial and unimportant ethically speaking; or even ethically repugnant.
I will of course ACT as if there are zero gods until such a time as circumstance proves otherwise. But I will not limit myself to false certainties so as to blind myself to come-whatever-may.
Some of those potentialities demand some tiresome work to be done...