Comments (6)
The L-BFGS-B is very sensitive to the objective function and initialization of the Rosenbrock function. I can solve a dual SVM with the implementation. I know that the step-width function is not the best choice yet. Thats on my todo-list.
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Have you made any progress on this issue? I am having the exact same problem. Lbfgs does make progress, but Lbfgsb only returns the initial guess.
Interestingly, if I add print statements inside my objective function, I can see that it is evaluating points with a better residual, but doesn't give them back?
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There was anther paper about L-BFGS-B I was not aware of. Before making any new commit I have to debug my implementation of the HZ update rule which would find points satisfying both Wolfe-conditions. That's definitely the plan: making L-BFGS-B working on the Rosenbrock function.
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Okay - I'm looking forward to trying it when you have finished debugging!
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I added the linear search of MoreThuente. However, the refactoring destroyed the L-BFGS-B.
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See unittest. Lbfgsb is mow working again
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Related Issues (20)
- Long compilation time HOT 3
- Interference from windows.h about std::max in problem.h HOT 2
- Optimization report? HOT 1
- Can't apply constraints to the NelderMead solver HOT 1
- Constrained line search in L-BFGS-B HOT 2
- Share computation between value() and gradient() HOT 3
- L-BFGS-B doesn't work with simple example HOT 4
- Hessian of Rosenbrock function is incorrect HOT 2
- The way to calculate a finite Hessian HOT 1
- LbfgsbSolver<TProblem>::SubspaceMinimization for first iteration HOT 2
- Eigen::indexing::all not found HOT 2
- Conjugate gradient descent tries to allocate memory for hessian HOT 2
- Error C2248 occurs when starting the simple sample. HOT 3
- Including this implementation in another package with proper credits to the authors HOT 1
- Treatment of NaNs HOT 1
- Enable changing line search strategies? HOT 1
- [HELP] using CMaesB -> Eigen types issues HOT 1
- CMAESB - Make TMatrix dynamic, to avoid setting the dimension at compile time
- Setting the initial approximate Hessian? HOT 3
- neldermeadsolver for v2
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