Solving the Assassin Paradox: A Q&A with Adrian

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Discussion Overview

The discussion revolves around the Assassin Paradox, which involves sending a message faster than light and the implications of such an action on causality and time travel. Participants explore theoretical scenarios involving neutrinos and the consequences of these scenarios on concepts like the second law of thermodynamics.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • One participant describes a scenario where a message sent faster than light leads to a paradox involving an assassin attempting to kill them before the message was sent.
  • Another participant questions the characterization of the situation as a paradox, suggesting that the assassin's failure implies the paradox does not hold.
  • A different participant introduces the idea that sending messages at superluminal speeds could violate the second law of thermodynamics, particularly in the context of a hypothetical neutrino communication system.
  • Concerns are raised about the implications of an observer's frame of reference and how it affects the perception of events, particularly in relation to the twins paradox.

Areas of Agreement / Disagreement

Participants express differing views on whether the scenario constitutes a paradox, with some asserting it does while others challenge that notion. The discussion remains unresolved regarding the implications of superluminal communication on established physical laws.

Contextual Notes

Participants rely on hypothetical scenarios that involve assumptions about faster-than-light communication and its effects on causality. The discussion does not resolve the mathematical or physical implications of these assumptions.

AdrianMay
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Hi all,

I've heard it said that if I could send a message faster than light, then another inertial observer would think it was going back in time. If the message was to hire an assassin to kill me before I sent the message, we'd have a paradox.

I'd like to understand the details of this. Suppose I ask some Italian to drive a bunch of neutrinos to Mars at e.g. 2c with my suicide note. Major Tom is also driving to Mars at .99c and sees the message arrive before I sent it. But this Martian assassin can't do much to me from there. He's going to have to bounce the neutrinos back to Earth to ask one of his human friends to do it.

Tom now has a choice. If he keeps driving in the same direction, he'll perceive the return message as incredibly slow. If he turns around, he's encroaching on the twins paradox. I'm not sure where the latter option leads to, but his erratic driving certainly casts doubt on his validity as an inertial observer. As far as I'm concerned, the assassin arrived when I expected him to, long after I sent the message.

So what's the problem?

Anyway, wouldn't it be nice if we had zero-energy tachyons to go at infinite speed - that would solve Einstein's biggest objection to QM, namely that observations are presumed to change the wavefunction at all points in space instantaneously.

Adrian.
 
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AdrianMay said:
Hi all,
I've heard it said that if I could send a message faster than light, then another inertial observer would think it was going back in time. If the message was to hire an assassin to kill me before I sent the message, we'd have a paradox.
Why do you think that is a paradox?
After all the assassin clearly failed his mission because you are alive!
 
You might be interested in my replies in this thread, and also this post. (Make sure to scroll down to #138 to see the correction of a typo).
 
Hi Passionflower,

It's not me, I just heard a rumour that everybody else thinks so.

Hi Fredrik,

I guess the Alice-Bob thing is indeed a paradox.

In the meantime, I thought of another aspect: you lose the 2nd law of thermodynamics. Suppose you punch out some morse code on your 2c neutrino torch towards a receiver on Mars. The spaceman is going to be a bit suspicious that what looks like a receptor on Mars is shooting out neutrinos that are getting hoovered up by a torch on earth, but let's suppose he thinks no more of that. The problem is if there's a bit of space dust in the way and the beam gets blurred. Then he's going to see a messy beam come out of Mars and get tidied up along the way to Earth. That's a direct violation of the 2nd law and amply serious enough without any paradoxical suicides.
 

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