Model Selection via the VC-Dimension

08/15/2018
by   Merlin Mpoudeu, et al.
0

We derive an objective function that can be optimized to give an estimator of the Vapnik- Chervonenkis dimension for model selection in regression problems. We verify our estimator is consistent. Then, we verify it performs well compared to seven other model selection techniques. We do this for a variety of types of data sets.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
06/14/2021

Quasi-Maximum Likelihood based Model Selection Procedures for Binary Outcomes

In this paper, I propose two model selection procedures based on a quasi...
research
05/18/2018

Strongly Consistent of Kullback-Leibler Divergence Estimator and Tests for Model Selection Based on a Bias Reduced Kernel Density Estimator

In this paper, we study the strong consistency of a bias reduced kernel ...
research
08/17/2023

Universal and Automatic Elbow Detection for Learning the Effective Number of Components in Model Selection Problems

We design a Universal Automatic Elbow Detector (UAED) for deciding the e...
research
09/11/2018

Simultaneous Localization and Layout Model Selection in Manhattan Worlds

In this paper, we will demonstrate how Manhattan structure can be exploi...
research
10/25/2018

Model Selection using Multi-Objective Optimization

Choices in scientific research and management require balancing multiple...
research
02/03/2020

General model-free weighted envelope estimation

Envelope methodology is succinctly pitched as a class of procedures for ...
research
11/05/2010

Model Selection by Loss Rank for Classification and Unsupervised Learning

Hutter (2007) recently introduced the loss rank principle (LoRP) as a ge...

Please sign up or login with your details

Forgot password? Click here to reset