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Jun
20
comment a Problem about Harmonic Function
The functions you are considering are usually known as p-harmonic functions and the equation is the p-Laplace equation. You should start by perusing the lecture notes of Peter Lindqvist: math.ntnu.no/~lqvist/p-laplace.pdf
Jun
19
comment Can I adjust linear growth of a a subpopulation to a linear decay of the general population?
Do I understand you correctly? You know the proportion of patients in the USA and you know how many people there are in Poland. Do you the proportion of patients in Poland in the present day or in past?
Jun
18
comment Optimisation Problem for Pipe Nesting
Should one transport equal number of all sizes of pipes, or would the company be happy if we (for example) only transport the smallest pipes?
Jun
11
revised Mathematical Formulas for Game Battle Calculations
applications seems to be the more relevant tag here
Jun
11
revised Laplace equation in polar coordinates with complex boundary condition
corrected tags and formatting
Jun
11
suggested approved edit on Laplace equation in polar coordinates with complex boundary condition
Jun
11
suggested approved edit on Mathematical Formulas for Game Battle Calculations
Jun
11
revised Why does Benford's Law (or Zipf's Law) hold?
removed philosophy tag
Jun
11
suggested approved edit on Why does Benford's Law (or Zipf's Law) hold?
Jun
5
awarded  Revival
May
30
awarded  Notable Question
May
20
revised Inverse of $S_{N,N-1}'AS_{N,N-1}$ where $S$ is orthogonal and $A$ is of full rank.
removed inappropriate tag
May
20
suggested approved edit on Inverse of $S_{N,N-1}'AS_{N,N-1}$ where $S$ is orthogonal and $A$ is of full rank.
May
18
revised Moore–Penrose Pseudoinverse of Squared Matrix Product
removed inappropriate tag
May
18
revised Computing the inverse of linear transformations using matrices
removed inappropriate tag
May
18
suggested approved edit on Moore–Penrose Pseudoinverse of Squared Matrix Product
May
18
suggested approved edit on Computing the inverse of linear transformations using matrices
May
6
comment Finding a summarizing vector for average angle calculation
Also, I edited the question slightly. Hopefully I did not introduce mistakes. Revert or re-edit if I did.
May
6
comment Finding a summarizing vector for average angle calculation
Can you write down the formula for $d_{avg}$? Do you consider angle to be always non-negative or can it also be negative? Is the absolute value of a set the number of members of the set?
May
6
revised Finding a summarizing vector for average angle calculation
hopefully clarified the question, fixed tags