Origin of measurement uncertainty

In summary, the question of whether quantum measurement uncertainty results from the observer, the object, or both depends on the interpretation of the quantum formalism. Different potential answers have no operational effect, as quantum theory is primarily concerned with calculating probabilities of observation outcomes. The answer to this question is interpretation-dependent and does not affect what is actually possible with the theory. Some interpretations, such as many worlds views, express probabilities in terms of which world the observer sees rather than what happens to the world itself. This is in contrast to Copenhagen-style views where something random happens in reality. It should also be noted that Heisenberg's term "Unschärfe" should be correctly translated to "fuzziness" rather than "uncertainty", as the
  • #1
Loren Booda
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Does quantum measurement uncertainty result from observer, object or both?
 
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  • #2
It depends upon the interpretation you give to the quantum formalism, but the different potential answers have no operational effect.

As quantum theory is operationally a theory which allows you to calculate probabilities of outcomes of observations, one shouldn't be surprised to find "uncertainties" (in other words, non-trivial probability distributions).

And as the mental image one has of what "happens behind the screens" is totally interpretation-dependent, the answer to your question is so, too. But it doesn't change anything to what's actually possible with the theory.
 
  • #3
Thank you for responding, vanesch. What probabilistic interpretations are expressed in terms of the observer alone, though?
 
  • #4
Loren Booda said:
Thank you for responding, vanesch. What probabilistic interpretations are expressed in terms of the observer alone, though?

Many worlds views. The probability is in which world you see, not what happens to the world.

This in contrast to Copenhagen-style views, where something random happens 'for real'.
 
  • #5
Loren Booda said:
Does quantum measurement uncertainty result from observer, object or both?
If only Heisenberg's term Unschärfe were correctly translated into FUZZINESS instead of incorrectly into "uncertainty". :grumpy: The stability of atoms (and everything made of atoms) rests on the objective fuzziness of their internal relative positions and momenta, not on our uncertainty about the exact values of these quantities.
 

What is measurement uncertainty?

Measurement uncertainty refers to the potential error or variability in a measurement due to limitations of the measurement process or instrument.

Why is it important to consider measurement uncertainty?

Measurement uncertainty is important because it provides a measure of the reliability and accuracy of a measurement. It allows scientists to understand the potential errors and limitations in their data and make informed decisions about the validity of their results.

What are the sources of measurement uncertainty?

The sources of measurement uncertainty can include the quality of the instrument, environmental factors, human error, and the inherent variability of the measured quantity.

How is measurement uncertainty calculated?

Measurement uncertainty is typically calculated using statistical methods, such as standard deviation or confidence intervals. It involves analyzing the potential sources of error and determining their impact on the measurement.

How can measurement uncertainty be reduced?

Measurement uncertainty can be reduced by using high-quality instruments, controlling environmental factors, minimizing human error, and conducting multiple measurements to increase precision.

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