On Logic and Alternate Universes
November 5, 2016 at 1:09 am
(This post was last modified: November 5, 2016 at 1:28 am by FallentoReason.)
Let's first define what we mean by "logic" [1].
if we have a look at 1C, we can see that logic can be said to be a formal set of axioms by which we do our thinking and reasoning. The name we give to the logic of this universe is conveniently "logic".
Let's look at "logical" [2].
Now, let's hypothesize about an alternate universe. This universe would have its own logic (1C - ...the formal processes used in thinking and reasoning.) by which beings would reason within this universe, and for the sake of convenience, let's call it "goblygoop". Let's also give goblygoop a new entry: according to goblygoop, 2 + 2 = 5 is actually true.
Now, the question is, "is goblygoop logical?". Initially it seems like it isn't, because according to 2A goblygoop needs to agree to the rules of 'logic' (our logic in this universe), which it doesn't. But obviously, that answer is relative to this universe. We can see that goblygoop does in fact conform with 2B, since goblygoop is the way in which thinking and reasoning would work in that universe. Therefore, goblygoop is a form of logic (1C) and it can be said to be logical (2B).
The list of "inb4's"
"But 2 + 2 = 5 is not true! Don't you know that it's 4?" - yes, according to our conditioned mind in this universe, that is the answer. But it won't be the same answer in goblygoop.
"But 2 + 2 will always equal 4 no matter what." - no, that is a bare assertion. 2 + 2 didn't have to equal 4 in this universe. The mere roll of the dice made it so.
"But you're using our logic to prove their logic!" - no, my aim isn't to prove any of their axioms. I'm simply saying that an arbitrary set of axioms can by all accounts be considered "logical", even if that logic won't make sense here. It's all relative to the universe you're in.
EDIT: for the purposes of polling you guys, give kudos if you agree, or comment if you disagree.
Merriam Webster Wrote:logic
play
noun log·ic \ˈlä-jik\
Popularity: Top 10% of words
Simple Definition of logic
- [b]A:[/b] a proper or reasonable way of thinking about or understanding something
- [b]B:[/b] a particular way of thinking about something
- [b]C:[/b] the science that studies the formal processes used in thinking and reasoning
if we have a look at 1C, we can see that logic can be said to be a formal set of axioms by which we do our thinking and reasoning. The name we give to the logic of this universe is conveniently "logic".
Let's look at "logical" [2].
Merriam Webster Wrote:logical
play
adjective log·i·cal \ˈlä-ji-kəl\
Popularity: Top 40% of words
Simple Definition of logical
- [b]A:[/b] agreeing with the rules of logic : sensible or reasonable
- [b]B:[/b] of or relating to the formal processes used in thinking and reasoning
Now, let's hypothesize about an alternate universe. This universe would have its own logic (1C - ...the formal processes used in thinking and reasoning.) by which beings would reason within this universe, and for the sake of convenience, let's call it "goblygoop". Let's also give goblygoop a new entry: according to goblygoop, 2 + 2 = 5 is actually true.
Now, the question is, "is goblygoop logical?". Initially it seems like it isn't, because according to 2A goblygoop needs to agree to the rules of 'logic' (our logic in this universe), which it doesn't. But obviously, that answer is relative to this universe. We can see that goblygoop does in fact conform with 2B, since goblygoop is the way in which thinking and reasoning would work in that universe. Therefore, goblygoop is a form of logic (1C) and it can be said to be logical (2B).
The list of "inb4's"
"But 2 + 2 = 5 is not true! Don't you know that it's 4?" - yes, according to our conditioned mind in this universe, that is the answer. But it won't be the same answer in goblygoop.
"But 2 + 2 will always equal 4 no matter what." - no, that is a bare assertion. 2 + 2 didn't have to equal 4 in this universe. The mere roll of the dice made it so.
"But you're using our logic to prove their logic!" - no, my aim isn't to prove any of their axioms. I'm simply saying that an arbitrary set of axioms can by all accounts be considered "logical", even if that logic won't make sense here. It's all relative to the universe you're in.
EDIT: for the purposes of polling you guys, give kudos if you agree, or comment if you disagree.
"It is the mark of an educated mind to be able to entertain a thought without accepting it" ~ Aristotle