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The Maxima on-line user's manual

Algebra Calculator

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Disp

Function: disp (<expr_1>, <expr_2>, ...) is like display but only the value of the arguments are displayed rather than equations. This is useful for complicated arguments which dont have names or where only the value of the argument is of interest and not the name.

load(graphs);
h1:[[[1,2],1],[[1,3],2],[[2,4],4],[[2,3],3],[[3,4],4],[[3,5],6],[[4,5],7],[[4,7],5],[[4,6],3],[[5,6],2],[[6,7],4],[[6,8],1],[[7,8],3]];
h2:[1,2,3,4,5,6,7,8];
g:create_graph(h2,h1);
p:graph_order(g);
disp(p);
q:graph_size(g);
disp(q);
path:shortest_weighted_path(1,8,g);
disp(path);
draw_graph(g,show_id=true,show_weight=true);

There are also some inexact matches for disp. Try ?? disp to see them.

(%o1)                                true
(%i2) 

Related Examples

disp-do

RSA(p,q):=(n:p*q,Phi:...

RSA(11,13);

mod(6,2);

Calculate

disp-divide-expand-true

polyfactor:true;

divide (expand(x^2-7*...

disp ((x^2-7*x-10)/(x...

Calculate

disp-do

RSA(p,q):=(n=p*q,Phi=...

RSA(11,13);

disp(a);

Calculate

disp-do

RSA(p,q):=(n:p*q,disp...

RSA(11,13);

Codage(LETTRE,n,d):=(...

Calculate

disp-do

RSA(p,q):=(n:p*q,disp...

RSA(11,13);

Codage(LETTRE,n,d):=(...

Calculate

disp-do

RSA(p,q):=(n:p*q,disp...

RSA(11,13);

Codage(LETTRE,n,d):=(...

Calculate

disp-divide-expand-true

polyfactor:true;

divide (expand(x^2-7*...

disp (x^2-7*x-10)/(x+3);

Calculate

disp-dpart-exp

title(exp):=disp(dpar...

(title("a classical t...

x^x^x;

Calculate

disp

disp("Hello World!");

Calculate

disp-primep

primep(1+334^4);

Loesung:[];

for i:334 thru 366 do...

Calculate