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seen Nov 24 at 3:31

Jan
13
awarded  Commentator
Oct
27
accepted Taking a derivative of this formula
Oct
26
revised Taking a derivative of this formula
added 442 characters in body
Oct
26
revised Taking a derivative of this formula
deleted 1 characters in body
Oct
26
asked Taking a derivative of this formula
Oct
13
awarded  Editor
Oct
13
revised Representation of this function using a single formula without conditions
deleted 9 characters in body
Oct
13
comment Representation of this function using a single formula without conditions
Sorry, my mistake, will edit it now. $G = G(x)$
Oct
12
awarded  Student
Oct
12
awarded  Scholar
Oct
12
accepted Representation of this function using a single formula without conditions
Oct
12
awarded  Supporter
Oct
12
comment Representation of this function using a single formula without conditions
What if we represent the $|x|$ like this: $|x| = \sqrt{x^2}$. Then at least we can find the derivative.
Oct
12
comment Why does this algorithm work?
No indexes like $i$ and $j$ in the $p_{ij}^{(n)}$ formula? So every element of the matrix has the same value?
Oct
12
comment Why does this algorithm work?
Sorry, but a question about $p_{ij}^{(n)}$ what is it? element of the matrix $P^n$? And what are $A$ and $B$ some numbers right?
Oct
12
asked Representation of this function using a single formula without conditions