Scilab 6.1.0
- Scilab Help
- Optimization and Simulation
- Optimization base
- optimbase_cget
- optimbase_checkbounds
- optimbase_checkcostfun
- optimbase_checkx0
- optimbase_configure
- optimbase_destroy
- optimbase_function
- optimbase_get
- optimbase_hasbounds
- optimbase_hasconstraints
- optimbase_hasnlcons
- optimbase_histget
- optimbase_histset
- optimbase_incriter
- optimbase_isfeasible
- optimbase_isinbounds
- optimbase_isinnonlincons
- optimbase_log
- optimbase_new
- optimbase_outputcmd
- optimbase_outstruct
- overview
- optimbase_proj2bnds
- optimbase_set
- optimbase_stoplog
- optimbase_terminate
Please note that the recommended version of Scilab is 2025.0.0. This page might be outdated.
See the recommended documentation of this function
optimbase_hasconstraints
Checks if the constraints are specified.
Syntax
[opt, hascons] = optimbase_hasbounds(opt)
Argument
- opt
The object of TOPTIM type (tlist).
- hascons
A boolean.
Description
The optimbase_hasconstraints function returns %t if current problem
has bounds constraints, linear constraints or non-linear constraints.
Example 1
opt = optimbase_new(); // Set number of variables opt = optimbase_configure ( opt, "-numberofvariables", 2); // Set minimal and maximal bounds opt = optimbase_configure(opt, "-boundsmin",[-5 -5]'); opt = optimbase_configure(opt, "-boundsmax",[5 5]'); // Check if the bounds are specified [opt, hascons] = optimbase_hasconstraints (opt); disp(hascons) opt = optimbase_destroy(opt);
Example 2
opt = optimbase_new(); // Set number of variables opt = optimbase_configure ( opt, "-numberofvariables", 2); // Set non linear constraint opt = optimbase_configure(opt, "-verbose", 1); opt = optimbase_configure(opt, "-nbineqconst", 4); // Check if the non linear constraints are specified [opt, hascons] = optimbase_hasconstraints (opt); disp(hascons) opt = optimbase_destroy(opt);
See also
- optimbase_hasbounds — Checks if the bounds are specified.
- optimbase_hasnlcons — Checks if the non linear constraints are specified.
- optimbase_isinbounds — Checks if the given point satisfies bounds constraints.
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