linprog()
Mathematical Programming
linprog() is a MATLAB®-compatible mathematical programming function for linear programming via simlab's fuse-first browser stack: minimize f'*x subject to a*x <= b, aeq*x = beq, lb <= x <= ub. small/medium lps use fuse-lp when applicable, with highs fallback. returns {x, fval, exitflag, output}. Run it online in your browser with SimLab — free, no install, no license required.
Linear programming via SimLab's FUSE-first browser stack: minimize f'*x subject to A*x <= b, Aeq*x = beq, lb <= x <= ub. Small/medium LPs use FUSE-LP when applicable, with HiGHS fallback. Returns {x, fval, exitflag, output}.
Syntax
linprog(f, A, b)
linprog(f, A, b, Aeq, beq)
linprog(f, A, b, Aeq, beq, lb, ub)
Examples — run linprog() in your browser
See Also
Frequently Asked Questions about linprog()
Is the linprog() function free to use in SimLab?
The browser workspace requires no MATLAB® license or installation. Connected features require network access and may have account, tier, availability, or usage limits. You can open linprog() and 510+ other MATLAB®-compatible function references at simulations4all.com/simlab.
Do I need to install MATLAB to use linprog()?
No. SimLab’s core parser, workspace state, and most functions run locally in your browser. The linprog() function requires no MATLAB® license or desktop software download.
What does linprog() do?
Linear programming via SimLab's FUSE-first browser stack: minimize f'*x subject to A*x <= b, Aeq*x = beq, lb <= x <= ub. Small/medium LPs use FUSE-LP when applicable, with HiGHS fallback. Returns {x, fval, exitflag, output}. It is a MATLAB®-compatible mathematical programming function available in SimLab with the same calling syntax as MATLAB® — typically: linprog(f, A, b).
Can I run linprog() in my browser?
Yes. Open SimLab at simulations4all.com/simlab, write or paste code that calls linprog(), and run it. This function’s calculation runs locally in the browser. SimLab session analytics, sharing, feedback, and eligible acceleration have separate network boundaries.
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