int write_poly(char *fname, void* pvApiCtx)
{
SciErr sciErr;
- //output variable info : polinomial matrix 2 x 4
+ //output variable info : polynomial matrix 2 x 4
//[ x + 2 x^2 - 4x + 5 4x^3 - 14x^2 + 18 ;
// 2x^3 - 12x^2 + 64 1 8x^5 + 32x^3]
int iRows = 2;
sciprint(_("Warning : Division by zero...\n"));
}
break;
- // default : throw ast::InternalError(_W("Operator / : Error %d not yet managed.\n"), iResult);
+ // default : throw ast::InternalError(_W("Operator / : Error %d not yet managed.\n"), iResult);
default :
sciprint(_("Operator / : Error %d not yet managed.\n"), iResult);
}
if (bScalar1)
{
- //in this case, we have to create a temporary square polinomial matrix
+ //in this case, we have to create a temporary square polynomial matrix
iRowResult = _pDouble->getCols();
iColResult = _pDouble->getRows();
p = scatter(x,y,t)
</scilab:image>
<programlisting role="example"><![CDATA[
-// modify ployline
+// modify polyline
p.thickness = 0.5
p.mark_foreground = addcolor(name2rgb("darkblue")/255)
p.mark_background = addcolor(name2rgb("darkcyan")/255)
set(gca(),"rotation_angles",[60,45])
</scilab:image>
<programlisting role="example"><![CDATA[
-// modify ployline
+// modify polyline
p.mark_foreground = addcolor([0.5 0 0])
p.mark_background = addcolor([0.5 0.5 0])
]]></programlisting>
s = linspace(50,1,length(t))
p = scatter3(x,y,z,s)
set(gca(),"rotation_angles",[60,45])
- // modify ployline
+ // modify polyline
p.mark_foreground = addcolor([0.5 0 0])
p.mark_background = addcolor([0.5 0.5 0])
</scilab:image>
mput(h.line_style,characterFormat,fd) // line_style
mput(h.thickness,"sl",fd) // thickness
mput(h.arrow_size_factor,"sl",fd) // arrow_size_factor
- mput(max(1,h.polyline_style),characterFormat,fd) // ployline_style
+ mput(max(1,h.polyline_style),characterFormat,fd) // polyline_style
mput( size( h.interp_color_vector, "*" ), "sl", fd ) ; // interp_color_vector
mput( h.interp_color_vector, "dl", fd ) ;