Proving M_{0i} = 0 in Special Relativity

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Discussion Overview

The discussion revolves around proving the equation M_{0i} = 0 in the context of special relativity. Participants seek clarification on the steps leading to this conclusion, which is identified as a homework problem related to the theory of special relativity.

Discussion Character

  • Homework-related, Technical explanation

Main Points Raised

  • One participant expresses confusion about the steps leading to equation 1.5 in a referenced book.
  • Another participant notes the inability to access the book through the provided link.
  • There are suggestions to download the book in different formats, although these links are later deleted due to copyright concerns.
  • A participant requests a detailed explanation of the argument instead of links to illegal copies.
  • One participant encourages others to attempt proving M_{0i} = 0 themselves, suggesting that doing so would clarify the subsequent steps.
  • A later reply indicates that the participant figured out the proof after some assistance.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the steps to prove M_{0i} = 0, and the discussion remains unresolved regarding the specific details of the proof.

Contextual Notes

The discussion indicates a reliance on a specific textbook and the potential limitations of accessing the material. There is also a mention of the problem being part of a homework exercise, which may influence the depth of the discussion.

TrifidBlue
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http://books.google.com/books?id=qhDFuWbLlgQC&lpg=PP1&pg=PA11#v=onepage&q&f=false"

lpha%20=0}^{3}%20\sum_{\beta%20=0}^{3}M_{\alpha%20\beta%20}(\Delta%20x^\alpha)(\Delta%20x^\beta).gif


Until he arrives at eq. 1.5

gif.latex?\large%20\Delta%20\grave{S}^2%20=%20\phi(v)\Delta%20S^2.gif


I don't understand the steps, can anyone explain it?

thanks
 
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I can't view the book through the link.
 
You can download it as PDF [deleted copyright-violating link - bcrowell]
Or as djvu file [deleted copyright-violating link - bcrowell]
 
The solution isn't to give us links to illegal online copies.

How about just writing out the details of the argument for us?
 
Have you tried showing [itex]M_{0i} = 0[/itex] yourself? If you can do that, the rest follows quite naturally but I should probably point out that this is a homework problem (its an exercise at the end of the chapter).
 
bcrowell, I'm sorry, for putting _illegal online copies.

WannabeNewton, I'll try again, I didn't notice it was an exercise. thanks.
 
WannabeNewton said:
Have you tried showing [itex]M_{0i} = 0[/itex] yourself? If you can do that, the rest follows quite naturally but I should probably point out that this is a homework problem (its an exercise at the end of the chapter).

I figured it out, thanks for your help :D
 

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