The absolute values |Eox| and |Eoy| (as stated in your reference)
themselves make a single 2D vector which has an Euclidian norm.
A similar but simpler problem is the field under a long (z-directed)
multiphase transmission line. For AC at 60Hz, , phasor values of line
voltages are used ( a qua
Yes -you have it. Actually there are many real problems which could be
considered as having more than 4 dimensions. A load flow for a power
system (for which all quantities are expressed as complex) may have, in
some cases, well over 1000 variables-i.e the 'dimensions' .
Don.
On 19/12/2013 5
I have no problem with an Euclidian norm in any n-space.
However this is a norm of a single vector .NOT two independent vectors
in the same 2D space.
en treats the latter as a single 4D vector. - which isn't right.
Don
.
On 20/12/2013 4:37 AM, EelVex wrote:
You can apply an Euclidian norm i
See https://en.wikipedia.org/wiki/Jones_calculus for an application of 2D
complex vectors and their euclidean norms.
Den 15:07 fredag den 20. december 2013 skrev km :
"I don't think the Euclidian norm applies in this case [a vector of two complex
numbers]. If so, please let me know how.
"I don't think the Euclidian norm applies in this case [a vector of two complex
numbers]. If so, please let me know how. Don"
I don't know how without knowing the application. Besides the Euclidian norm
there are the taxicab norm (sum of absolute values) and sup norm (maximum of
absolute valu
You can apply an Euclidian norm in any n-dimensional space you like.
What do you mean it might not apply in this case?
On Fri, Dec 20, 2013 at 6:02 AM, Don Kelly wrote:
> I have little problem with complex numbers, having used them for the last
> 70 years and surviving math and other grad cou
