What Is Optimization Toolbox?
What Is Optimization Toolbox? What Is Optimization Toolbox?
7 Functions — By CategoryMinimizationbintprogfgoalattainfminbndfminconfminimaxfminsearchfminuncfseminflinprogquadprogSolve binary integer programmingproblemsSolve multiobjective goal attainmentproblemsFind minimum of single-variablefunction on fixed intervalFind minimum of constrainednonlinear multivariable functionSolve minimax constraint problemFind minimum of unconstrainedmultivariable function usingderivative-free methodFind minimum of unconstrainedmultivariable functionFind minimum of semi-infinitelyconstrained multivariable nonlinearfunctionSolve linear programming problemsSolve quadratic programmingproblemsEquation SolvingSee \ for solving linear equations of the form Ax=b.fsolvefzeroSolve system of nonlinear equationsFind root of continuous function ofone variable7-2
Least Squares (Curve Fitting)Least Squares (Curve Fitting)See \ for solving linear equations of the form Ax=b.lsqcurvefitlsqlinlsqnonlinlsqnonnegSolve nonlinear curve-fitting(data-fitting) problems inleast-squares senseSolve constrained linearleast-squares problemsSolve nonlinear least-squares(nonlinear data-fitting) problemsSolve nonnegative least-squaresconstraint problemGraphical User InterfaceoptimtoolTool to select solver, optimizationoptions, and run problemsUtilitycolorfzmultgangstroptimgetoptimsetColumn partition for sparse finitedifferencesMultiplication with fundamentalnullspace basisZero out “small” entries subject tostructural rankOptimization options valuesCreate or edit optimization optionsstructure7-3
- Page 231 and 232: Specifying the Options• Xtoleranc
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- Page 241 and 242: Specifying the Options• final —
- Page 243 and 244: Importing and Exporting Your WorkIm
- Page 245 and 246: Importing and Exporting Your WorkYo
- Page 247 and 248: Optimization Tool ExamplesOptimizat
- Page 249 and 250: Optimization Tool Examples6 In the
- Page 251 and 252: Optimization Tool Examplesmax Line
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- Page 255 and 256: 6Argument and OptionsReferenceThis
- Page 257 and 258: Function ArgumentsInput Arguments (
- Page 259 and 260: Function ArgumentsInput Arguments (
- Page 261 and 262: Function ArgumentsOutput Arguments
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- Page 271 and 272: Optimization Optionsspecifies Outpu
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- Page 281: 7Functions — By CategoryMinimizat
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- Page 287 and 288: intprogx = bintprog(f,A,b,Aeq,Beq,x
- Page 289 and 290: intprogBranchStrategyStrategy the a
- Page 291 and 292: intprog• Verifies that no better
- Page 293 and 294: intprogExampleTo minimize the funct
- Page 295 and 296: colorPurposeSyntaxDescriptionColumn
- Page 297 and 298: fgoalattainx = fgoalattain(fun,x0,g
- Page 299 and 300: fgoalattainfunThefunctiontobeminimi
- Page 301 and 302: fgoalattainfunction [c,ceq,GC,GCeq]
- Page 303 and 304: fgoalattainattainfactorexitflaglamb
- Page 305 and 306: fgoalattainFunValCheckGoalsExactAch
- Page 307 and 308: fgoalattainExamplesConsider a linea
- Page 309 and 310: fgoalattainof overattainment is met
- Page 311 and 312: fgoalattainLimitationsReferencesThe
- Page 313 and 314: fminbndInputArguments“Function Ar
- Page 315 and 316: fminbndPlotFcnsPlots various measur
- Page 317 and 318: fminbndLimitationsReferencesThe fun
- Page 319 and 320: fminconx = fmincon(fun,x0,A,b) star
- Page 321 and 322: fminconfunThe function to be minimi
- Page 323 and 324: fminconthen the function nonlcon mu
- Page 325 and 326: fmincongradhessianlambdaoutputGradi
- Page 327 and 328: fminconthe values of these fields i
- Page 329 and 330: fminconHessianHessMultIf 'on', fmin
- Page 331 and 332: fminconPrecondBandWidth Upper bandw
Least Squares (Curve Fitting)Least Squares (Curve Fitting)See \ for solving linear equations of the form Ax=b.lsqcurvefitlsqlinlsqnonlinlsqnonnegSolve nonlinear curve-fitting(data-fitting) problems inleast-squares senseSolve constrained linearleast-squares problemsSolve nonlinear least-squares(nonlinear data-fitting) problemsSolve nonnegative least-squaresconstraint problemGraphical User InterfaceoptimtoolTool to select solver, optimizationoptions, and run problemsUtilitycolorfzmultgangstroptimgetoptimsetColumn partition for sparse finitedifferencesMultiplication with fundamentalnullspace basisZero out “small” entries subject tostructural rank<strong>Optimization</strong> options valuesCreate or edit optimization optionsstructure7-3