Recent content by yayyyymath
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Graduate Commutative property of partial derivatives
Actually, is there a post or resource available that explains the correct typesetting format? Is it just standard tex syntax (if such a thing exists)? I am only familiar with latex. Thanks.- yayyyymath
- Post #9
- Forum: Calculus
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Graduate Commutative property of partial derivatives
Sorry, still trying to figure out the latex syntax used here...I guess you have to use the another command for del. Anyway, here are the corrected equations from my post above: \frac{∂^2 p(x)}{∂p(x) ∂x} \frac{∂^2 p(x)}{∂x ∂p(x)} \frac{∂^2 f[p(x)]}{∂p(x) ∂x}- yayyyymath
- Post #8
- Forum: Calculus
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Graduate Commutative property of partial derivatives
Oops, sorry for the silence...I assumed I would get an email for every reply and thought the thread died, but I guess not. I'm new to this, so I apologize. Anyway, thank you all very much for your help. I still haven't found a good solution, so additional insight would be appreciated. The...- yayyyymath
- Post #7
- Forum: Calculus
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Graduate Commutative property of partial derivatives
Thanks Vorde- yayyyymath
- Post #3
- Forum: Calculus
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Graduate Commutative property of partial derivatives
Hi everyone, I am working on simplifying a differential equation, and I am trying to figure out if a simplification is valid. Specifically, I'm trying to determine if: \frac{\del^2 p(x)}{\del p(x) \del x} = \frac{\del^2 p(x)}{\del x \del p(x)} where p(x) is a function of x. Both p(x)...- yayyyymath
- Thread
- Derivatives Partial Partial derivatives Property
- Replies: 8
- Forum: Calculus