Equation for theory of everything

In summary: No, I don't think so. In fact, the whole idea of entanglement is that the wave function of two particles is permanently linked, despite the fact that they are never actually observed together.
  • #1
leonstavros
78
0
Assuming we can come up with an equation that describes the foundamental forces of the universe can we then create a program using the equation to make predictions about the future outcome of the universe? How can quantum uncertainty play role in such outcomes? If the equation can be made to predict future events can it be used to reproduce past events?
Thank you for your responses
 
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  • #2
leonstavros said:
Assuming we can come up with an equation that describes the foundamental forces of the universe can we then create a program using the equation to make predictions about the future outcome of the universe? How can quantum uncertainty play role in such outcomes? If the equation can be made to predict future events can it be used to reproduce past events?
Thank you for your responses
Well, according to classical physics, if we had all of the information about the universe at one particular time, then we would, by definition, also know the entire past and future of the universe as well, because any point in time before or after could be calculated from the time for which we know everything.

This breaks down somewhat in quantum mechanics. In quantum mechanics, you have the same sort of thing, but the way in which that information is expressed is as a wave function, and as it so happens, because we are made up of part of that wave function, due to the way quantum mechanics works, it's just not possible to be aware of the whole of it (even with infinitely-powerful information gathering technology and infinite storage capacity). Basically, the wave function in quantum mechanics is necessarily split up into a number of approximately-classical "worlds", all of which are out of contact with one another. And what's more, these worlds aren't static, but tend to branch off. This means that if I know absolutely everything about our semi-classical "world" for the current time, and can thus calculate the entire past, I cannot calculate the entire future: I can only calculate a probability distribution of potential futures.
 
  • #3
Chalnoth said:
Basically, the wave function in quantum mechanics is necessarily split up into a number of approximately-classical "worlds", all of which are out of contact with one another. And what's more, these worlds aren't static, but tend to branch off.

Does that mean we live in different worlds at the same time? How many possible worlds are possible? How can we prove if such multiworld exists? If we do exist simultaneously in different worlds are all experiences the same or every one differs? This is somewhat like the movie groundhog day where the protagonist experiences different world outcomes the only difference being he is aware of past experiences and is able correct his behavior to achieve his goal(get the girl).
 
  • #4
leonstavros said:
Does that mean we live in different worlds at the same time?
Well, not really. We only ever observe one world. So while there is a counterpart much like us in a fraction of these other "worlds", those counterparts are different (sometimes only a tiny bit different, sometimes very different, and at some point the distinction breaks down and there is no clear counterpart at all).

leonstavros said:
How many possible worlds are possible?
The space in which the wavefunction lives is called a Hilbert space. Formally, the Hilbert space is an infinite-dimensional space, which means that there simply is no limit to how many separate semi-classical worlds a wavefunction can describe.

leonstavros said:
How can we prove if such multiworld exists?
By carefully examining the boundary of collapse: the many worlds interpretation makes very specific predictions of how wave function collapse occurs (through decoherence). This has been done:
http://prl.aps.org/abstract/PRL/v77/i24/p4887_1

leonstavros said:
If we do exist simultaneously in different worlds are all experiences the same or every one differs? This is somewhat like the movie groundhog day where the protagonist experiences different world outcomes the only difference being he is aware of past experiences and is able correct his behavior to achieve his goal(get the girl).
Each differs by some margin. In some cases, the differences may be so minor that you couldn't tell a difference with even the most sensitive of instruments. In other cases, the differences would be so severe that, for instance, even the low-energy laws of physics may well be very different.
 
  • #5
Chalnoth said:
Well, not really. We only ever observe one world. So while there is a counterpart much like us in a fraction of these other "worlds", those counterparts are different (sometimes only a tiny bit different, sometimes very different, and at some point the distinction breaks down and there is no clear counterpart at all)..


Do you think that different versions of us are quantumly entangled?

I've heard of Schroedinger's cat being dead and alive at the same time because of the wave function. Once the observer observes, the wave function collapses to one state. But what if there's multiple observers? How does the wave function know what observer it should respond to?
 
  • #6
leonstavros said:
Do you think that different versions of us are quantumly entangled?
That language has no application in this context.

leonstavros said:
I've heard of Schroedinger's cat being dead and alive at the same time because of the wave function. Once the observer observes, the wave function collapses to one state. But what if there's multiple observers? How does the wave function know what observer it should respond to?
Er, that's not quite right. First, there is no actual collapse, there is only the appearance of collapse. After this, the wavefunction is split between one component that has a dead cat and an observer that sees a dead cat, and another component that has a living cat and an observer that sees a living cat.
 

Related to Equation for theory of everything

1. What is the equation for the theory of everything?

The equation for the theory of everything, also known as the unified field theory, has yet to be discovered. Scientists have been working on various theories, such as string theory and loop quantum gravity, in an attempt to find this elusive equation that would explain all of the fundamental forces of the universe.

2. Why is it important to find the equation for the theory of everything?

Finding the equation for the theory of everything is important because it would provide a unified understanding of the fundamental forces of the universe. It would also help to bridge the gap between quantum mechanics and general relativity, allowing us to better understand the workings of the universe on both a tiny and massive scale.

3. How close are we to discovering the equation for the theory of everything?

Scientists have made significant progress in their search for the equation for the theory of everything, but it is still a work in progress. Many theories have been proposed, but none have been proven to be the ultimate answer. It is a complex and challenging problem that requires further research and experimentation.

4. Can the equation for the theory of everything be solved?

It is unknown if the equation for the theory of everything can be solved. Some scientists believe that it is possible, while others argue that it may be too complex for humans to fully comprehend. It is also possible that there is no single equation that can explain everything and that multiple theories may be needed to fully understand the universe.

5. How would finding the equation for the theory of everything impact our world?

If the equation for the theory of everything is discovered, it would have a profound impact on our world. It could lead to groundbreaking advancements in technology, medicine, and our understanding of the universe. It could also help us to answer some of the biggest questions about our existence and the nature of reality.

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