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All code for generation must be MATLAB (https://ctbelize.com/content/uploads/files/download/matlab-2014a-full-crack-vn-zoom.zip) code. In particular, you cannot use a custom black-box function as an objective function for fsolve.
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Usually, if you specify an option that is not supported, the option is silently ignored during code generation. However, if you specify a plot function or output function by using dot notation, code generation can issue an error. For reliability, specify only supported options.
Specify one or more user-defined functions that an optimization function calls at each iteration. Pass a function handle or a cell array of function handles. The default is none (). See Output Function and Plot Function Syntax.
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Map projection, specified as a string scalar or character vector. MapProjection sets the projection, and hence all transformation calculations, for the map axes object. It must be a member of the recognized projection set, which you can list by typing getm('MapProjection') or maps. For more information on projections, see the Mapping Toolbox User's Guide. Some projections set their own defaults for other properties, such as parallels and trim limits.
Generated code has limited error checking for options. The recommended way to update an option is to use optimoptions, not dot notation.
If true, fsolve usesa user-defined Jacobian (defined in fun), or Jacobian information (when using JacobianMultiplyFcn),for the objective function. If false (default), fsolve approximatesthe Jacobian using finite differences.
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Do not load options from a file. Doing so can cause code generation to fail. Instead, create options in your code.
The target hardware must support standard double-precision floating-point computations. You cannot generate code for single-precision or fixed-point computations.
The names of projection files are case sensitive. The projection files included in Mapping Toolbox software use only lowercase letters and Arabic numerals.
Determines how the iteration stepis calculated. The default, 'factorization', takesa slower but more accurate step than 'cg'.
Solve Nonlinear System Without and Including Jacobian
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Axesm(Name,Value) creates a map axes and modifies the map axes appearance using name-value pairs to set properties. You can specify multiple name-value pairs. Enclose each property name in quotes. For example, 'FontSize',14 sets the font size for the map axes text. Properties may be specified in any order, but the MapProjection property must be included. For a full list of properties, see Map Axes Properties.
The trust-region algorithm is a subspace trust-regionmethod and is based on the interior-reflective Newton method describedin and . Each iteration involvesthe approximate solution of a large linear system using the methodof preconditioned conjugate gradients (PCG).
For optimset, the name is Jacobian and the values are 'on' or 'off'. See Current and Legacy Option Names.
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