Does Quantum Mechanics Disprove Causality?

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In summary, Quantum mechanics (QM) is a deterministic theory that makes use of a modified causality. While the normal causal relation states that event A necessarily determines event B, in QM this relation is modified to state that event A necessarily determines result B or C. This allows for a range of values to fall within definite bounds, making QM deterministic but also probabilistic. The critical question is why the results are statistical, and there is still curiosity about whether there is an explanation for the apparent randomness in the QM world. Ultimately, the goal of a science educator is to present the explanation of nature in a way that is understandable to the public.
  • #1
MetricBrian
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One commonly hears that Quantum Mechanics refutes or disproves the principle of causality.

and yet if this were the case, qm could not be used to build highly precise machines such as lasers.

the truth is that qm makes of use of a modified causality.

the normal causal relation is that event A necessarily determines event B

in qm, this relaton gets modified such that: event A necessarily determines result B or C.

thus event A necessarliy determines the the result will fall within the specified range.

qm is determistic in this sense.
 
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  • #2
yeah, I'm not sure it would be science if it didn't have some determinism in it.

On the other hand, it doesn't necissarily mean the universe is deterministic.
 
  • #3
The OP is equivocating what we mean by "deterministic" and "cause".
 
  • #4
Moridin said:
The OP is equivocating what we mean by "deterministic" and "cause".

what is the difference?
 
  • #5
Quantum mechanics (QM) is a deterministic theory. Let's compare to classical mechanics (CM) which everyone agrees is deterministic.

The classical state of a system of n particles in 3 dimensions is a vector of length 2n that contains the 3d position and momentum coordinates of each of the particles. Classically, this is all the information that is possible to know about the system. If the state of the particle is known exactly at time t, then using any formulation of mechanics that is equivalent to Newton's 2nd law we can predict with certainty the classical state of the system at any given time.

The only difference is that in QM the state of even a single particle is given by an infinite-dimensional vector. The Schroedinger time-evolution of such a state is perfectly deterministic.
 
  • #6
Moridin said:
The OP is equivocating what we mean by "deterministic" and "cause".




Main Entry: de·ter·min·ism
Pronunciation: \di-ˈtər-mə-ˌni-zəm, dē-\
Function: noun
Date: 1846
1 a: a theory or doctrine that acts of the will, occurrences in nature, or social or psychological phenomena are causally determined by preceding events or natural laws
 
  • #7
So, determinism does not require precise measurements?
That's good, because there QM is unavoidably probabilistic.
I'm happy it can be both deterministic and probabilistic.
It let's me sleep at night.
 
  • #8
gendou2 said:
So, determinism does not require precise measurements?
That's good, because there QM is unavoidably probabilistic.
I'm happy it can be both deterministic and probabilistic.
It let's me sleep at night.

Certainly QM is deterministic in so far as an event determines a range of values that must fall within definite bounds.

But even a purely determistic theory can have probable outcomes which would be the case where we didn't know enough about the system to predict with accuracy. In the determistic model this is commonly called a margin of error.

The critical question is this: why are the results statistical?

I can't understand why people are so sure the failure to discover a cause proves that causes exist.
 
  • #9
MetricBrian said:
Certainly QM is deterministic in so far as an event determines a range of values that must fall within definite bounds.

But even a purely determistic theory can have probable outcomes which would be the case where we didn't know enough about the system to predict with accuracy. In the determistic model this is commonly called a margin of error.

The critical question is this: why are the results statistical?

I can't understand why people are so sure the failure to discover a cause proves that causes exist.

I strongly agree.
However, I cannot shake the curiosity that maybe there is an explanation for the apparent randomness of the QM world.
Einstein's god dice haunt me.
 
  • #10
gendou2 said:
I strongly agree.
However, I cannot shake the curiosity that maybe there is an explanation for the apparent randomness of the QM world.
Einstein's god dice haunt me.

I don't see why not. Why are people so sure that causes must not exist. I don't get it.
 
  • #11
MetricBrian said:
Why are people so sure that causes must [sic] exist? I don't get it.

Science attempts to explain how the world works.
There seem to be limits on what we can and can't explain.
It takes years of training to quickly distinguish between the two.
The lay-person sometimes demands that science to explain every detail in a way they can immediately understand.
When this cannot be done, the expectably common result is frustration and disbelief.
The goal of a science educator is to present the explanation of nature in a way that is congenial to the public.
This is a very hard job.
 
  • #12
gendou2 said:
Science attempts to explain how the world works.
There seem to be limits on what we can and can't explain.
It takes years of training to quickly distinguish between the two.
The lay-person sometimes demands that science to explain every detail in a way they can immediately understand.
When this cannot be done, the expectably common result is frustration and disbelief.
The goal of a science educator is to present the explanation of nature in a way that is congenial to the public.
This is a very hard job.

i'm a little confused. are we talking about the same thing?

i think i mistyped.

my question was really: why are people so sure that causes don't exist for apparently random behavior?

is that the question you were answering?
 
  • #13
Crosson said:
Quantum mechanics (QM) is a deterministic theory. Let's compare to classical mechanics (CM) which everyone agrees is deterministic.

The classical state of a system of n particles in 3 dimensions is a vector of length 2n that contains the 3d position and momentum coordinates of each of the particles. Classically, this is all the information that is possible to know about the system. If the state of the particle is known exactly at time t, then using any formulation of mechanics that is equivalent to Newton's 2nd law we can predict with certainty the classical state of the system at any given time.

The only difference is that in QM the state of even a single particle is given by an infinite-dimensional vector. The Schroedinger time-evolution of such a state is perfectly deterministic.

That's not what we mean when we use the term "deterministic". Determinism here means "events could not have preceded differently if replayed".
 
  • #14
MetricBrian said:
why are people so sure that causes don't exist for apparently random behavior?

A good scientist will always look for patterns in the chaos.
If, however, no explanations can be found after much effort, one looks for order elsewhere.
The statistical behavior of quantum mechanics was not accepted easily.
It has been made clear that there is no avoiding the "apparently random behavior" of nature.
This was done by careful argument, and has been verified time and time again in experiment.
This is no reason to stop looking and give up!
Neither is it a reason for everyone to focus on this one illusive problem.
A sensible distribution of effort would allow for the occasional brave physicist to research new explanations for the "apparently random behavior" of the quantum world.
So far, no tied and proved theory has arisen from this line of research, to my knowledge.
Personally, I wish someday this could all be explained, but I don't expect it will.
 
  • #15
Moridin said:
That's not what we mean when we use the term "deterministic". Determinism here means "events could not have preceded differently if replayed".

that's fine, but it is determinstic insofar as an Event necessarily determines a result that must fall within a specifed range - if you replay the experiment, the result will always fall within the range. It's sort of a restricted casually determined relation
 
  • #16
Crosson said:
The Schroedinger time-evolution of such a state is perfectly deterministic.
What are you doing with measurement ? Are you advocating Rovelli's interpretation ?

Basically, the OP describes t'Hooft deterministic QM. This does take into account measurements by equivalence classes.
 

FAQ: Does Quantum Mechanics Disprove Causality?

What is the casual nature of QM relations?

The casual nature of Quantum Mechanics (QM) relations refers to the probabilistic and unpredictable behavior of subatomic particles. In QM, the position and momentum of a particle cannot be precisely determined at the same time, and the behavior of particles can only be described in terms of probabilities.

How does the casual nature of QM relations differ from classical mechanics?

In classical mechanics, the behavior of particles is deterministic, meaning that their position and momentum can be precisely measured at any given time. However, in QM, the behavior of particles is probabilistic and cannot be predicted with certainty.

What is the Heisenberg uncertainty principle and how does it relate to the casual nature of QM relations?

The Heisenberg uncertainty principle states that it is impossible to simultaneously know the exact position and momentum of a particle. This principle is a fundamental aspect of QM and is a result of the casual nature of QM relations. It shows that there is a limit to the precision with which we can measure the behavior of subatomic particles.

How does the casual nature of QM relations impact our understanding of reality?

The casual nature of QM relations challenges our traditional understanding of reality and the fundamental laws of physics. It suggests that at the subatomic level, the laws of classical mechanics do not apply and that the behavior of particles is inherently unpredictable. This has led to the development of new theories and interpretations of the nature of reality.

Can the casual nature of QM relations be observed in everyday life?

The effects of the casual nature of QM relations are not typically observable in everyday life, as the behavior of subatomic particles is only relevant on a very small scale. However, certain technologies, such as transistors in electronic devices, utilize the principles of QM and demonstrate its impact on our daily lives.

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