gsOptim.h File Reference

Provides declaration of an optimization problem. More...

Include dependency graph for gsOptim.h:

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Classes
class	gsOptim< T >
	Base class for the Optim wrapper. More...
class	gsOptimBFGS< T >
	Binding to Optim's BFGS solver. More...
class	gsOptimBFGS< T >
	Binding to Optim's BFGS solver. More...
class	gsOptimCG< T >
	Binding to Optim's CG solver. More...
class	gsOptimCG< T >
	Binding to Optim's CG solver. More...
class	gsOptimDE< T >
	Binding to Optim's DE solver. More...
class	gsOptimDE< T >
	Binding to Optim's DE solver. More...
class	gsOptimDEPRMM< T >
	Binding to Optim's DEPRMM solver. More...
class	gsOptimDEPRMM< T >
	Binding to Optim's DEPRMM solver. More...
class	gsOptimGD< T >
	Binding to Optim's GD solver. More...
class	gsOptimGD< T >
	Binding to Optim's GD solver. More...
class	gsOptimLBFGS< T >
	Binding to Optim's LBFGS solver. More...
class	gsOptimLBFGS< T >
	Binding to Optim's LBFGS solver. More...
class	gsOptimNM< T >
	Binding to Optim's NM solver. More...
class	gsOptimNM< T >
	Binding to Optim's NM solver. More...
class	gsOptimPSO< T >
	Binding to Optim's PSO solver. More...
class	gsOptimPSO< T >
	Binding to Optim's PSO solver. More...
class	gsOptimPSODV< T >
	Binding to Optim's PSODV solver. More...
class	gsOptimPSODV< T >
	Binding to Optim's PSODV solver. More...
class	gsOptimSUMT< T >
	Binding to Optim's SUMT solver. More...
class	gsOptimSUMT< T >
	Binding to Optim's SUMT solver. More...
struct	gsOptimWrapper< T >
	Wraps the objective of an optimization problem to a function accepted by Optim. More...
struct	gsOptimWrapperConstraint< T >
	Wraps the constraint of an optimization problem to a function accepted by Optim. More...

Namespaces
	gismo
	The G+Smo namespace, containing all definitions for the library.

Detailed Description

Provides declaration of an optimization problem.

This file is part of the G+Smo library.

This Source Code Form is subject to the terms of the Mozilla Public License, v. 2.0. If a copy of the MPL was not distributed with this file, You can obtain one at http://mozilla.org/MPL/2.0/.

Author(s): H.M. Verhelst