Recent content by romeo6
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
Yes. I've taken some grad math also. -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
This is a great answer (along with others). Actually, I've started thinking about it in terms of orthogonal basis. Would you're base vectors not have to be orthogonal to take a derivative with respect to something else? If you started taking derivatives wrt a basis that was some... -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
I've taken plenty of calculus (believe it or not), it's been a few years now though, and I've not used it for a while. -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
I certainly wasn't ignoring you, however I found your next post valuable, with the example of taking the derivative of x^2 wrt e^x. -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
You're right - just intuition. Which is probably failing me. -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
But if f is a function for (x,y,z) and g is a function of (x,y,z) then surely that's possible. Probably I'm wrong if I have to ask about it. -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
Is that not possible? -
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Undergrad Calculating df/dg with Chain Rule: Romeo's Guide
If I have two functions, f(x,y,z) and g(x,y,z), do I use the chain rule to calculate df/dg? e.g. df/dg=df/dx df/dy df/dz Cheers! Romeo -
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Graduate Solving Integral Identity: Gradstein & Ryzhik
It's this paper: http://arxiv.org/PS_cache/hep-ph/pdf/0301/0301168v4.pdf equation 1. -
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Graduate Solving Integral Identity: Gradstein & Ryzhik
Hi Mute - I think I was modifying the expression while you were kindly looking at it. This one's good. -
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Graduate Solving Integral Identity: Gradstein & Ryzhik
Hey folks! I'm trying to figure out an identity from a paper on dimensional regularization. Here's the identity: -\frac{1}{2}\frac{d}{ds}|_{s=0}\int_0^\infty \frac{d^4k}{(2\pi)^4}(k^2+m^2)^{-s} after performing the k-integral this becomes... -
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Graduate Helium 3 and Artificial Creation of Isotopes
Thanks for all who responded to this topic for providing your insights. I'm very interested in seeing what would be most cost effective. Spending $100 Billion + on a lunar mining program, or spending $100 Billion on an Earth based program to generate the He3 artifically with, perhaps, an...- romeo6
- Post #11
- Forum: Atomic and Condensed Matter
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Graduate Helium 3 and Artificial Creation of Isotopes
Ok, I see - thanks for putting me straight on the Petawatt aspect. So here's another question. The whole purpose of mining He-3 would be for a more energetic fusion reaction so one would assume that fusion technology would have been pretty much perfected before we started performing any...- romeo6
- Post #6
- Forum: Atomic and Condensed Matter
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Graduate Helium 3 and Artificial Creation of Isotopes
Thanks for the quick responses mgp phys and Astronuc. It sounds like there's nothing physically wrong then with the idea of creating He-3 here on Earth instead of launching massive mining operations and sending them to the moon. Astronuc - what do you think of the idea of using PetaWatt...- romeo6
- Post #4
- Forum: Atomic and Condensed Matter