In order to approximate multidimensional function it is necessary to select the complexity of the model used for approximation of unknown function. Method on basis of statistical learning theory for complexity estimation of a model is elaborated. Proposed method is significantly less computationally intensive compared to such classical methods as AIC or cross-validation
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Abstract. We consider the problem of determining a model for a given system on the basis of experime...
First, well-known concepts from Statistical Learning Theory are reviewed. In reference to the proble...
We study model selection strategies based on penalized empirical loss minimization. We point out a...
For certain families of multivariable vector-valued functions to be approximated, the accuracy of ap...
Defining and quantifying complexity is one of the major challenges of modern science and contemporar...
AbstractThe PAC model of learning and its extension to real valued function classes provides a well-...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
Approximation properties of some connectionistic models, commonly used to construct approximation sc...
Key words and phrases. Complexity regularization, classi cation, pattern recognition, regression est...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Abstract. We consider the problem of determining a model for a given system on the basis of experime...
First, well-known concepts from Statistical Learning Theory are reviewed. In reference to the proble...
We study model selection strategies based on penalized empirical loss minimization. We point out a...
For certain families of multivariable vector-valued functions to be approximated, the accuracy of ap...
Defining and quantifying complexity is one of the major challenges of modern science and contemporar...
AbstractThe PAC model of learning and its extension to real valued function classes provides a well-...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
Approximation properties of some connectionistic models, commonly used to construct approximation sc...
Key words and phrases. Complexity regularization, classi cation, pattern recognition, regression est...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
How can we select the best performing data-driven model? How can we rigorously estimate its generali...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...
Approximation theory based on fuzzy sets provides a tool for modeling complex systems for which only...