Yes,exactly/I already know how many parameters it have . I am entering range and step. Range [0..10] Step 2. Which else algorithms for multi-variable function optimization do y know?Your post is not clear. Can you rephrase it.
Are you trying to optimize a multi-variable function?
http://stackoverflow.com/questions/1211201/free-optimization-library-in-c-sharpWhat is your function precisely and is it constrained etc.
Start here.http://stackoverflow.com/questions/1211201/free-optimization-library-in-c-sharp
What do y think about thislist
What i should use for multivariable function optimisation?
- Numerical provides a variety of algorithms including:
- Chromosome Manager
- Genetic Optimizer
- Hill Climbing Optimizer
- Maximizing Point
- Maximizing PointFactoy
- Maximizing Vector
- Minimizing Point
- Minimizing Point Factory
- Minimizing Vector
- Multi Variable General Optimizer
- Multi Variable Optimizer
- One Variable Function Optimizer
- Optimizing Bracket Finder
- Optimizing Point
- Optimizing Point Factory
- Optimizing Vector
- Simplex Optimizer
- Vector Chromosome Manager
- Vector Genetic Optimizer
- Vector Projected Function
What does it mean Gradinet function?Can i use it for my task?Start here.
Duffy i saw your profile ,you know a lot about optimization
A little bit, not exactly my core skill set.
L-BFGS and CG
> just try a brute force![]()
Yes i am using brute force/But if i have 3- parametrs it is too long so i need another method. What can you reccomend?
Daniel i red your interview in moneyscience.Very intresting"feed me".
Daniel i found that you are author of Monte Carlo Frameworks in C++
I am an external advisor at unis.Here are theses from 2014 (See #1326297 => MLMC)YES, monte carlo i just one of many oways to optimize function
I thought my question is very simple
But now i understood that i need not just simple monte carlo.
I am looking for multi level monte carlo
https://people.maths.ox.ac.uk/gilesm/mlmc.html
Daniel,maybe you know something about it? or know simillar algorithms?
https://people.maths.ox.ac.uk/gilesm/talks/mcqmc12_giles.pdf