The quantum physics of time travel

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SUMMARY

The discussion centers on "The Quantum Physics of Time Travel" by David Deutsch and Michael Lockwood, which explores the concept of closed timelike curves (CTCs) and their implications for time travel. Participants discuss how CTCs relate to Gödel's solutions to Einstein's equations and their potential existence in black holes or through manipulated wormholes. The conversation highlights the distinction between CTCs and the grandfather paradox, emphasizing that CTCs do not inherently create paradoxes but rather allow for scenarios like saving a grandfather's life.

PREREQUISITES
  • Understanding of closed timelike curves (CTCs)
  • Familiarity with Gödel's solutions to Einstein's equations
  • Basic knowledge of black holes and wormhole theory
  • Conceptual grasp of the grandfather paradox
NEXT STEPS
  • Research the mathematical foundations of closed timelike curves
  • Explore Gödel's solutions to Einstein's equations in detail
  • Investigate the role of black holes in theoretical physics
  • Study the implications of the grandfather paradox in time travel theories
USEFUL FOR

This discussion is beneficial for physicists, students of theoretical physics, and anyone interested in the complexities of time travel and its implications in quantum mechanics.

monicasharma
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anyone read or have opinions on The Quantum Physics of Time Travel by David Deutsch and Michael Lockwood?

He talks about closed time like curves and if we followed them it would end up taking us to the past to participate in events, shake hands with former selves etc

I was a little confused on the concept of closed time like curves. He related the topic to Godel's solutions to Einsteins equations. He then also talked about possible finding the CTC's in black holes or moving two ends of wormholes to create a CTC.

I got lost around there. I was trying to see the connection between that and the grandfather paradox

anyone know a thing or two? I'd appreciate any help. Thanks!

http://philosci40.unibe.ch/lehre/wi...teien/11 Deutsch Lockwood Scientific American
 
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Of course, the equations are more easily shown to work with something simpler than a human, more like an electron.

A closed timelike curve is not a paradox. It is more like traveling into the past to save a grandfather's life! This is because of the fact that the curve is closed; you wind up where you started.
 

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