LaTeX Why Does LaTeX Show Invalid for Simple Math Inputs?

  • Thread starter Thread starter HallsofIvy
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AI Thread Summary
A user reports issues with LaTeX rendering, specifically receiving "invalid" messages for simple commands like \theta. The problem arose after an electrical storm affected a fiancée's computer, which was connected to a surge suppressor that failed to protect against a nearby lightning strike. The discussion references ongoing server troubles affecting LaTeX functionality on the forum, as indicated by an announcement from a user named Hoot. Multiple tests of LaTeX expressions are conducted throughout the thread, showcasing various mathematical notations and equations, including famous formulas like E=mc^2 and complex summations. The focus remains on troubleshooting LaTeX issues and the impact of server problems on rendering capabilities.
HallsofIvy
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I'm back! My fiancee's computer went down after an electrical storm. (She had it plugged into a surge suppressor but there was a lightning strike within 100 yards. Apparently it was not suppressible!)

Anyway, now that I am home I see that my LaTex always gives "invalid" even for something as simple as [ tex ]\theta[ /tex ].
\theta[/itex]<br /> <br /> Any one know why that is happening?
 
Physics news on Phys.org
We've had a bit of server trouble Halls. Here is Hoot's announcement about our LaTeX problems.

https://www.physicsforums.com/announcement.php?f=17
 
Last edited by a moderator:
Test 7...

E=mc^5
 
Last edited:
Test 8...

E=mc^8
 
Test 9...

E=mc^9
 
Test...

E=mc^2

-Warren
 
Test:

2^{14}

- Warren
 
Test:

2^{16}
 
  • #10
Test:

2^{16}
 
  • #11
Test:

2^{17}
 
  • #12
Test:

2^{18}
 
  • #13
Test:

2^{20}
 
  • #14
Test:

2^{20} 2^{21}
 
  • #15
Test:

<br /> 2^{20} 2^{21}<br />
 
  • #16
Another test:

<br /> 2^{20} 2^{21}<br />
 
  • #17
Testing 11

<br /> \sum_{n=1}^{\infty}\frac{\chi(n) }{n^{s}}=\prod_{p\in\mathbb{P}}\left(\frac{1}{1-\frac{\chi(p)}{p^{s}}}\right)<br />

And testing inline:

E = mc^2 \textrm{some long junk, too}

and

a=b

- Warren
 
Last edited:
  • #18
Testing trim 3...

<br /> \sum_{n=1}^{\infty}\frac{\chi(n) }{n^{s}}=\prod_{p\in\mathbb{P}}\left(\frac{1}{1-\frac{\chi(p)}{p^{s}}}\right)<br />

And testing inline: E = mc^6 and a=c=m=d

- Warren
 
Last edited:

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