Graduate Question on many world interpretation of Quantum Theory

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SUMMARY

The discussion centers on the flaws in the many-worlds interpretation (MWI) of quantum mechanics, specifically regarding the argument that an 80-year-old individual should find themselves in a universe with infinite copies close to their death. Participants highlight misconceptions about the nature of existence in MWI, emphasizing that individuals do not randomly age and that the concept of "close to infinity" is fundamentally flawed. Key figures mentioned include Hugh Everett and John Wheeler, with suggestions for further reading to clarify these concepts.

PREREQUISITES
  • Understanding of Many-Worlds Interpretation (MWI) of Quantum Mechanics
  • Familiarity with the concepts of quantum branching and existence
  • Knowledge of the works of Hugh Everett and John Wheeler
  • Basic grasp of probability theory as it relates to existence
NEXT STEPS
  • Read Hugh Everett's original papers on the Many-Worlds Interpretation
  • Explore John Wheeler's contributions to quantum mechanics
  • Study David Deutsch's explanations of wave mechanics in the context of MWI
  • Investigate Peter Bryne's biography of Hugh Everett for historical context
USEFUL FOR

Students of quantum mechanics, physicists exploring interpretations of quantum theory, and anyone interested in the philosophical implications of the Many-Worlds Interpretation.

Sajid
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TL;DR
I argue that many-world interpretation can not be true.
Every second the universe branches into 5000 universes and each of those 5000 universes branches into 5000 more after one more second.
Now, consider an 80 year old person, he has lived close to 80*365*24*60*60 seconds, which is 2.5 Billion seconds. So, in his life time, universe has branched 5000^2522,880,000 times, which is unfathomably and incomprehensibly large number, maybe close to infinity if there is one.
Which means close to his death he has infinite many copies of him in different worlds

Now, if you choose randomly a person's existence, shouldn’t he/she find himself to be in that time where almost infinite copies of him exist, which is close to his death. So, every person should find himself/herself close to his/her final years with almost a probability 1We clearly see that is not the case, so many-world theory can not be true.

What is the flaw in this argument?

Would appreciate your comments/response. Thanks.
 
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Sajid said:
Every second the universe branches into 5000 universes and each of those 5000 universes branches into 5000 more after one more second.

Where are you getting these numbers from? Did you just make them up?

Sajid said:
unfathomably and incomprehensibly large number, maybe close to infinity if there is one

There is no such thing as "close to infinity". Every finite number is the same "distance from infinity" as every other one.

Sajid said:
if you choose randomly a person's existence

You can't. People don't get randomly assigned ages from 1 to 80 years. They each start at zero and age from there.

Sajid said:
What is the flaw in this argument?

There are at least four: the three I mention above plus the one @PeroK mentioned.
 
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Your main flaw is believing that in the MWI you can start your existence at the age of 80 out of nothing. Where have you seen aged people appear out of nowhere?

In theory, there are a near infinite number of universes where you are already dead(due to car crashes, brain strokes, Covid, etc) but that doesn't imply you are destined to die now because of the sheer number of worlds that get spawned.
 
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Suggest the OP read Hugh Everett and John Wheeler for a clearer understanding. Everett's biographer, Peter Bryne, also quite readable, places Everett in his proper Cold War setting in operations research while Everett's student, David Deutsch, explains wave mechanics in context.
 
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Based on the thermal interpretation, I developed a quantum version of the classical, mechanical universe suggested by Laplace over 200 years ago. Abstract. The purpose of this paper is to propose a quantum version of the classical, mechanical universe suggested by Laplace over 200 years ago. The proposed theory operates fully within the established mathematical formalism of quantum field theory. The proposed theory unifies the classical and quantum intuition about the macroscopic and...

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