Cause and Effect Without Frame of Reference

AI Thread Summary
The discussion explores the relationship between cause and effect in the absence of a frame of reference, questioning whether movements in opposite directions can be perceived as the same without a comparative context. It emphasizes that the origin of a coordinate system is a mathematical construct rather than a physical entity, allowing for arbitrary definitions of movement. Participants argue that while one can describe a ball moving away from or towards an origin simultaneously, the observer's perspective inherently influences the interpretation of events. The conversation also touches on the practical implications of choosing reference frames in scientific calculations, suggesting that the choice should simplify problem-solving rather than complicate it. Ultimately, the discussion highlights the complexities of understanding movement and causality without a defined frame of reference.
shadow15
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Before I say anything, I don't really have any experience in physics. But this question just popped into my mind concerning cause and effect and I can't seem to find the answer to it on the web.

Here it is...Are cause and effect the same thing if a frame of reference is not present?

For example if you imagine a white, even canvas stretching out infinitely in both the x and y direction, and a ball is able to somehow levitate above it without producing a shadow. Would moving the ball in the -x direction be the same as moving it in the +x direction. In other words, could this process be reversed and look like the same thing in either direction?

Thanks in advance
 
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A frame of reference is a mathematical construct. Its "existence" is similar to the "existence" of the number 2.
Would moving the ball in the -x direction be the same as moving it in the +x direction.
Everything will look the same - and the definition of the x-direction is arbitrary anyway (there is no "physical x-direction" in space).
 
Maybe I need to rephrase my question.

Is moving the ball away from its origin the same thing as moving it back to it if you have nothing to compare it to?

This is probably a ridiculous or possibly obvious question, but I just can't seem to wrap my head around it.
 
You can define coordinates however you want as long as the problem is easier to solve that way. That's a central principle of science and engineering and one that must be accepted as a total absolute fact that can never be changed if you want to get anywhere.

For example it makes ZERO SENSE AT ALL to calculate orbital mechanics from the Sun's rest reference frame. But that's "more accurate" than from the Earth's rest reference frame... but who cares? It doesn't make a difference in the end and it just makes things harder.

If you want to be really "accurate" you'd calculate say Formula 1 races from the galactic rest frame... you see how ludicrous this is if we *COULD NOT* arbitrarily set reference frames?
 
I think the fallacy is duality trap reasoning by omitting the original integral 1/x. Without the latter one forgets that shadow15s question hides that the movement is always in respective of the person so surmising. Comparison to self is unavoidable and a valid mathematical statement which leaves out a marker for the person writing the equation, doesn't exist. Einstein's elaborate configuration of space and time doesn't mean that the universe actually looks that way, but by positing such a grand conception, people want to believe it, and then they make it true.
 
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shadow15 said:
Is moving the ball away from its origin the same thing as moving it back to it if you have nothing to compare it to?
"Origin" of your coordinate system is not a physical object. It is a mathematical tool, and you can place it wherever you want. While you might describe the ball as "moving away from the origin", I can describe it as "moves towards the origin" at the same time - and we will both get the correct physics.
 
Shadow15's original question was if cause and effect operated. I appreciate that basic math symbolism can investigate if it does. Is this also about the shape of our surroundings? Does the observer actually establish something absolute?

MFB's statement: " "Origin" of your coordinate system is not a physical object. It is a mathematical tool,"
That is true. Its also true that the observer did something and thus topologically marked where he did it. The observer Imbues the "moving ball was measured" event with a geographical reality.

Chill_Factor says it depends on what the problem is, if "the problem is easier to solve." That implies that the ball being measured is caused by a number of factors producing an effect.
 

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