You are Reiku, aren't you. Welcome back once again.Be careful! Time isn't an observable, but in these dimensions it is because $$ct = x$$ giving rise to
$$\Delta X_a\Delta X_b$$
You are Reiku, aren't you. Welcome back once again.Be careful! Time isn't an observable, but in these dimensions it is because $$ct = x$$ giving rise to
$$\Delta X_a\Delta X_b$$
Because it has already been probabilistically determined. It still obeys causality, it's just that we can only experience one reality at a time.But can a deterministic world arise from a non-deterministic one? If such a case is possible, how does order on the scale we observe, become manifest from a non-causal world? If causuality is not fundamental in such a case, why do we live in a causally constructed macroworld?
Because it has already been probabilistically determined. It still obeys causality, it's just that we can only experience one reality at a time.
Perhaps they don't. The wave interference pattern in the double slit experiment is not caused by the particles themselves but by the Pilot Wave in which they travel.Isn't it an interesting idiom, probabilistically determined? You can slip a macroscopic coin, it can land a head or a tails, it is also said probability manifests the macroscopic scale - so can any one tell me the key differences between the probabilities that govern things on the macroscopic scale and those that govern the wave function of matter?
Of course. It does.But can a deterministic world arise from a non-deterministic one?
We don't. We live in a causally modeled macroworld. We live in a world in which approximations and heuristics and simplifications via "cause and effect" have proved, over millions of years of evolution, to be very useful to a contingency-limited brain. They work. So do "colors", so do the various mechanisms by which we see three dimensional objects via a two dimensional retina, the operations by which we register "time", and so forth.If causuality is not fundamental in such a case, why do we live in a causally constructed macroworld?
Nothing is more "determined" than the operations of the 2nd Law of Thermodynamics. They are based, rigorously and mathematically modeled, in probability and statistics - and this will support all the determinism your psychological comfort requires.Are we to just abandon now any notion of determinism because quantum mechanics seems so alien to us? I hope some of us have more backbone than this.
And gravity binds us to the earth and makes us aware of solids and/or recurring patterns. All extant life today has learned how to handle things somehow. This is why they escaped natural (out)selection in the first place, we are all adapted to and adapting (or trying) to the current environment.Our brains are teacups, the macroworld is a firehose of information. We have to handle things somehow.
Of course. It does.
And we have rigorous mathematical models and the prospect of a corresponding theory to describe how.
We don't. We live in a causally modeled macroworld. We live in a world in which approximations and heuristics and simplifications via "cause and effect" have proved, over millions of years of evolution, to be very useful to a contingency-limited brain. They work. So do "colors", so do the various mechanisms by which we see three dimensional objects via a two dimensional retina, the operations by which we register "time", and so forth.
Our brains are teacups, the macroworld is a firehose of information. We have to handle things somehow.
Nothing is more "determined" than the operations of the 2nd Law of Thermodynamics. They are based, rigorously and mathematically modeled, in probability and statistics - and this will support all the determinism your psychological comfort requires.
But you are the only one speaking of "pure chaos". Nobody who says the world appears not to be fully deterministic would make any claims involving "pure chaos".Normally, we consider the seat of fundamental physics as the quantum world - I asked a question:
''But can a deterministic world arise from a non-deterministic one?''
You replied ''of course it can!''
I ask again, can it really? Are you actually saying, from pure chaos you can have absolute order? This world around us, looks very ordered - even follows causal effects. To say, a system with laws can come from lawless, unpredictable - purely random configurations simply makes no sense to me. But that is just me.
If we want to understand whether a quantum world is truly random, I doubt a wave function will tell us anything about that - instead, we need to look at the aspects of quantum theory that seem so bizarre, that they could in fact hold answers to these kinds of questions. What is non-locality when it is home? Is non-locality truly a non-physical connection of a system? Does it involve hidden variables?
Until you can answer these kinds of questions, questions about determinism is silly. The most important aspects of quantum theory, the most mystic and conspicuous problems, we are yet to find answers; and these questions hold vital keys to our understanding of quantum behaviour - with possible hidden information about highly important quantum activity, anything is possible right now.
Well QM is not "pure randomness". It is a very exact representation of what can be defined about a system, which is a considerable amount, and what cannot be known, which is only some of it. Similarly, the random motion of molecules, which motion however obeys certain exact physical laws, leads to predictable thermodynamic properties of bulk matter.''But you are the only one speaking of "pure chaos". Nobody who says the world appears not to be fully deterministic would make any claims involving "pure chaos". ''
Then don't use that terminology - and yes, the claim is everything is random. The question is whether causality arises from pure randomness - you can't have one theory quantum mechanics which deals with random systems and find compatibility between the macroscopic world (which clearly) follows rules and regulations.
Well QM is not "pure randomness". It is a very exact representation of what can be defined about a system, which is a considerable amount, and what cannot be known, which is only some of it.
A fern looks specifically designed. But it only employs the mathematics of fractality to create self-similarity.And some times, you need to look at the bigger picture to answer the smaller ones, which is why the cosmological constraints known as fine tuning parameters are very important to questions like whether our universe looks specifically designed.
I agree, but perhaps it took a single random probabilistic event in the original chaotic beginning (inflationary epoch) to start a purely causal chronology. If we knew all the mathematics we could trace everything back to its causal origin. Unfortunately we don't have access to all the mathematical functions going back to the beginning from the present, even as we can look back in time at the macro scale.Please...
You speak about the subject as if its as simple as that. Sure, we live in three dimensions, that is actually one fine tuning parameter. Do you know how many exist? Many.
The statistics imply, the universe is not by a random chance of design. Whether you want to regard that as god, or some superintelligence, or an all pervading influence - whatever your definition, something set this reality in its very fine, sitting on the knife-edge existence of dozens of fine tuning parameters. Or maybe you are in the other group, who thinks some day some theory will explain it?
I am not too sure about the first one and almost confident the last one is way out of our reach. You do extend this a bit further than just three dimensions.. you argue mathematics is part of nature itself, yes? I'd agree and so would Tegmark - and yes, it is a sign that things are more causal than what may appear, even on the quantum scale! To have not only microscopic laws and macroscopic ones, tells us that reality truly isn't random - in fact, it implies the world is dancing to an all-pervading influence, which we call the laws - which themselves, give rise to inexplicable fine tuning problems.
We "causally modelled" a world and it didn't follow - it stayed as it was, with our causal models acting as useful approximations and valuable shortcuts.What's that really supposed to mean? We haven't causally modelled a world and it quickly followed.
How did you come to decide that your modeling assumptions were properties of the universe rather than human thought? By what magic do you know how the world "is", even before developing your theories?The world is causal and so we developed models to help explain that
The theory, the body of equations, describes probabilities - centrally. It forbids the acquisition of more information, and even the existence of such information, unless other basic assumptions and well-established physical theories are first discarded.Right. I fact, I don't see randomness anywhere, in quantum mechanics, only systems giving limited information to us