User Portlet
| Discussions |
|---|
| The appended is a copy and paste of a reply/post I made on: [url=http://community.wolfram.com/groups/-/m/t/151347?p_p_auth=zRNWgnU8]"How to type up a post" [/url]I noticed that that "discussion" had not been active for some months. My post,... |
| Your functions can be combined into one well defined piecewise function, In the following {0,True) assigns the value zero to the function outside the defined intervals: [mcode]pw[x_] := Piecewise[{{2 x - 3 , -4 {{Red, Dashed},... |
| Here are approaches for single variable: tangent line and two variable functions (tangent plane). [list=1] [*]Single variable function: tg[f_, x_, p_] := (f'[x] /. x -> p) (x - p) + f[p]Here the argument f is function, x is symbol for... |
| I post this not as an answer, viz, speeding up code but as potential motivating alternate approaches. I am not sure what the ultimate aim is: simulation, modelling, prediction. My point is to illustrate some of the Mathematica's functionality for... |
| I post this answer to illustrate alternatives to For loops; As David Keith has answered:[list] [*]the object returned by Solve is a list of rules [*]in this parrticular case, \mu (T) can be simplified [*]in the following I have avoided capital... |
| Thank you Vitaliy. I have corrected. It should have beeng=WeightedAdjacencyGraph[mat]; Just a system graph object (not for visualization) to generate the adjacency matirx that Combinatorica is 'happy' to work with. grp was for... |