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YAM(ath)T: What does that sign mean?

Originally posted by: ndee
Originally posted by: aves2k
I think it means they didn't have the required font on their computer! 😛

That was my first thought but how can I be sure?

For that equation to make any sense that symbol should either be Z R or N with a double linethrough it. Such as on these pages:
http://mathworld.wolfram.com/RealNumber.html
http://mathworld.wolfram.com/PositiveInteger.html


Edit: Oh, and there is no standard math operator that looks like that AFAIK.
 
Originally posted by: chuckywang
Yeah, it's definitely not rendered right. Hmm...my guess at what it is supposed to be is Z+, the positive integers.

after 10 pages, I think I figured it out it's all the "natural" numbers, that's what we call it in German.
 
Originally posted by: Kyteland
Originally posted by: ndee
Originally posted by: aves2k
I think it means they didn't have the required font on their computer! 😛

That was my first thought but how can I be sure?

For that equation to make any sense that symbol should either be Z R or N with a double linethrough it. Such as on these pages:
http://mathworld.wolfram.com/RealNumber.html
http://mathworld.wolfram.com/PositiveInteger.html


Edit: Oh, and there is no standard math operator that looks like that AFAIK.

Actually there is. The box (actually box^2) is d'Alembertian. It's sort of the 4-d analogue to the Laplacian.

Laplacian = upside down triangle^2 = (d/dx)^2 + (d/dy)^2 + (d/dz)^2
d'Alembertian = box^2 = -(d/dt)^2 + (d/dx)^2 + (d/dy)^2 + (d/dz)^2

Mathworld
 
Originally posted by: silverpig
Actually there is. The box (actually box^2) is d'Alembertian. It's sort of the 4-d analogue to the Laplacian.

Laplacian = upside down triangle^2 = (d/dx)^2 + (d/dy)^2 + (d/dz)^2
d'Alembertian = box^2 = -(d/dt)^2 + (d/dx)^2 + (d/dy)^2 + (d/dz)^2

Mathworld
That's more of a square than a rectangle....

</orneryBastard>

😉
 
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