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I was reading the free will theorem and it basically says that subatomic particles and observers have to have free will because there's nothing prior to measurement that predetermines the outcome. Here's more:
The free will theorem states:
Given the axioms, if the two experimenters in question are free to make choices about what measurements to take, then the results of the measurements cannot be determined by anything previous to the experiments.
It also says:
https://en.wikipedia.org/wiki/Free_will_theorem
I think this is pretty profound. The theorem shows the choice of the observer can create reality.
For instance, if a Physicist goes to his/her lab and then decides they want to carry out a measurement, they have the free choice to choose to measure the particles spin, energy or something else. Prior to measurement, there's nothing that determines what choice the Experimenter will make. Doesn't this prove that free will must exist on some level?
The Experimenters choice creates a reality where at 2:35 P.M. He/She made the choice to measure spin and now spin up, which was measured, was created by the free choice of the Experimenter. That measurement becomes part of our history because of the free choice of the Experimenter.
It seems to be the same on a classical level. About a Month ago, I was about to stop at Subway but then I made a choice to go to DiBella's instead. When I got to DiBella's, I bumped into a friend that I haven't seen since High School. Didn't my free choice create a reality where I bumped into my friend at DiBella's?
Doesn't this theorem prove that free will must exist on some level?
The free will theorem states:
Given the axioms, if the two experimenters in question are free to make choices about what measurements to take, then the results of the measurements cannot be determined by anything previous to the experiments.
It also says:
The proof of the theorem as originally formulated relies on three axioms, which Conway and Kochen call "fin", "spin", and "twin". The spin and twin axioms can be verified experimentally.
In their later paper, "The Strong Free Will Theorem",[2] Conway and Kochen replace the Fin axiom by a weaker one called Min, thereby strengthening the theorem. Min asserts only that two experimenters separated in a space-like way can make choices of measurements independently of each other. In particular it is not postulated that the speed of transfer of all information is subject to a maximum limit, but only of the particular information about choices of measurements.
- Fin: There is a maximal speed for propagation of information (not necessarily the speed of light). This assumption rests upon causality.
- Spin: The squared spin component of certain elementary particles of spin one, taken in three orthogonal directions, will be a permutation of (1,1,0).
- Twin: It is possible to "entangle" two elementary particles and separate them by a significant distance, so that they have the same squared spin results if measured in parallel directions. This is a consequence of quantum entanglement, but full entanglement is not necessary for the twin axiom to hold (entanglement is sufficient but not necessary).
https://en.wikipedia.org/wiki/Free_will_theorem
I think this is pretty profound. The theorem shows the choice of the observer can create reality.
For instance, if a Physicist goes to his/her lab and then decides they want to carry out a measurement, they have the free choice to choose to measure the particles spin, energy or something else. Prior to measurement, there's nothing that determines what choice the Experimenter will make. Doesn't this prove that free will must exist on some level?
The Experimenters choice creates a reality where at 2:35 P.M. He/She made the choice to measure spin and now spin up, which was measured, was created by the free choice of the Experimenter. That measurement becomes part of our history because of the free choice of the Experimenter.
It seems to be the same on a classical level. About a Month ago, I was about to stop at Subway but then I made a choice to go to DiBella's instead. When I got to DiBella's, I bumped into a friend that I haven't seen since High School. Didn't my free choice create a reality where I bumped into my friend at DiBella's?
Doesn't this theorem prove that free will must exist on some level?