Scilab Reference Manual |
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mlist — Scilab object, matrix oriented typed list definition.
mlist(typ,a1,....an )
mlist object are very similar to tlist objects. But if M is an mlist, for any index i which is not a field name, M(i) is not the ith field of the list but is interpreted as the i th entry of M seen as a vector. This is the only difference between mlist and tlist.
mlist fields must then be designed by their names. They can also be handled using the getfield and setfield functions.
M=mlist(['V','name','value'],['a','b','c'],[1 2 3]); //define display deff('%V_p(M)','disp(M.name+'':''+string(M.value))') //define extraction operation deff('r=%V_e(i,M)',.. 'r=mlist([''V'',''name'',''value''],M.name(i),M.value(i))') M(2) // the second entry of the vector M M(2).value //define M as a tlist M=tlist(['V','name','value'],['a','b','c'],[1 2 3]); M(2) M('name') //with two indices M=mlist(['V','name','value'],['a','b';'c' 'd'],[1 2;3 4]); deff('r=%V_e(varargin)',[ 'M=varargin($)'; 'H=[''V'',''name'',''value'']' 'r=mlist(H,M.name(varargin(1:$-1)),M.value(varargin(1:$-1)))']) M(:,2) // multidimensionnal array str=['a','b','c','d','e','f','g','h']; n=hypermat([2,2,2],str); v=hypermat([2,2,2],1:8); M=mlist(['V','name','value'],n,v); M(1,1:2,2)
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