To pass additional parameters to a function argument, use an anonymousįor an example with nonlinear constraints. Supported due to their relationship to the TolX. The unbounded lb and ub options are not fully We can pre-define the gradient of the objective function and/or the hessian of the lagrange function and thereby improve the speed of computation. TolX will likely be too large, since it is applied relative to the Additional Functionality: We can further enhance the functionality of fmincon by setting input options. If large lb and ub values are specified, then it isĮssential to use option TolX in optimset. Options for convergence tolerance controls and analytical derivatives are specified = fmincon(handle,init,A,b,lb,ub) x = 1 x 2įmincon uses a Sequential Quadratic Programming algorithm and Modify the previous example to pass an extra parameter to the user function using a b The upper bound of the inequality constraints A*x 27. A A matrix used to compute A*x for inequality constraints. x0 An estimate of the location of the minimum. X = fmincon = fmincon = fmincon = fmincon = fmincon = fmincon = fmincon (.) Inputs func The function to minimize. Specify moga optimization function options.įind the constrained minimum of a real function. Specify the grsm optimization function options.įind the equation parameters that produce the least squares best fit to a data set.įind constrained minima of a real multi-objective function. Specify options for the genetic algorithm.įind the constrained minima of a real multi-objective function. Specify the arsm optimization function options.įind the minimum of a univariate real function within an interval.įind the unconstrained minimum of a real function using the Nelder-Mead simplex algorithm.įind the unconstrained minimum of a real function.įind a solution of a system of real nonlinear equations.įind a root of a univariate real function within an interval. The Reference Guide contains documentation for all functions supported in the OpenMatrix language.įind the constrained minimum of a real function. Reference Guide for OpenMatrix Language Functions. OpenMatrix is a mathematical scripting language.
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