Does logic hold true outside our reality (spacetime)?

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Discussion Overview

The discussion centers around the nature of logic and its applicability outside our universe, contrasting it with the laws of physics that are considered unique to our spacetime. Participants explore whether logical principles, such as the transitive property of inequalities, hold true in contexts beyond our reality.

Discussion Character

  • Exploratory
  • Debate/contested

Main Points Raised

  • One participant questions whether logic, unlike the laws of physics, holds true outside our universe, using the example of transitive inequalities (if x>y and z>x, then z>y).
  • Another participant notes that logic is dependent on axioms, suggesting that different axioms could lead to different conclusions, such as proposing an alternative axiom that leads to y>z instead of z>y.
  • A later reply indicates a mixed response, suggesting both agreement and disagreement with the initial premise.
  • One participant expresses concern that discussions about concepts "outside our universe" are too speculative, leading to the closure of the thread.

Areas of Agreement / Disagreement

Participants express differing views on the nature of logic in relation to the universe, with some supporting the idea that logic may not be universally applicable while others challenge this notion. The discussion remains unresolved, particularly regarding the implications of axioms on logical conclusions.

Contextual Notes

The discussion highlights limitations in assumptions about the universality of logic and the dependence on specific axioms, which may not be universally accepted or applicable.

mitcho
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We know that the laws of physics are unique to our universe, that is they only hold true in our spacetime. My question is about logic and if logic holds true outside our universe unlike the laws of physics. For example, if we say that x>y and z>x then we can conclude that z>y is true by logic. Does this logic still true? Why/why not?
Thanks.
 
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mitcho said:
We know that the laws of physics are unique to our universe, that is they only hold true in our spacetime. My question is about logic and if logic holds true outside our universe unlike the laws of physics. For example, if we say that x>y and z>x then we can conclude that z>y is true by logic. Does this logic still true? Why/why not?
Thanks.

Even in our universe logic depends on axioms. The example you gave:
if we say that x>y and z>x then we can conclude that z>y is true

is an axiom that can be used do prove some theorems.

But you can use another axiom:

if x>y and z>x then y>z is true

This axiom would be used to prove another set of theorems.

An example:

In arithmetic 1 + 1 = 2.

In boolean algebra 1 + 1 = 1.
 
Yes and no.
 
I'm sorry, but discussions of things "outside our universe" are too speculative for the PF. Thread closed.
 

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