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Problem-Dependent Resampling Techniques

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Problem-Dependent Resampling Techniques

Instructors: Jonne Pohjankukka

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3 modules

Gain insight into a topic and learn the fundamentals.

Intermediate level

Recommended experience

6 hours to complete

Flexible schedule

Learn at your own pace

3 modules

Gain insight into a topic and learn the fundamentals.

Intermediate level

Recommended experience

6 hours to complete

Flexible schedule

Learn at your own pace

What you'll learn

Apply spatial cross-validation to account for spatial autocorrelation
Adapt performance evaluation methods for structured data relationships
Use statistical tests such as Wilcoxon and permutation tests to assess significance
Critically evaluate reported machine learning performance results

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There are 3 modules in this course

This course is designed for data scientists, machine learning practitioners, and researchers who want to understand how resampling techniques must be adapted to the structure of the problem at hand.

You will learn how standard validation methods such as cross-validation can fail when applied blindly, and how to design problem-dependent resampling strategies for spatial data, pair-input data, and other dependent observation structures. The course also covers spatial cross-validation, dependency-aware evaluation design, and statistical testing methods to assess whether performance estimates are reliable. By the end of the course, you will be able to choose and construct appropriate resampling strategies that reflect the true structure of your data and provide trustworthy performance estimates.

Module details

In the first module, we describe how cross-validation based model performance estimation can produce optimistic results with spatial data sets. We discuss how the inherent property called spatial autocorrelation in geographical data sets causes an optimistic bias in the cross-validation procedure, and how should this problem be tackled. To take into account the effects of spatial autocorrelation, we discuss the modified version of cross-validation, the spatial cross-validation designed for evaluating model prediction performance with spatial data sets. Furthermore, we present the motivation behind spatial cross-validation from industry perspective, and how the method can be utilized in data sampling.

What's included

6 videos1 reading2 assignments1 discussion prompt

6 videosTotal 37 minutes

Introduction to spatial data and spatial autocorrelation6 minutes
Spatial data and cross-validation7 minutes
Spatial cross-validation4 minutes
Spatial cross-validation (pseudocode)7 minutes
Spatial cross-validation in forestry application8 minutes
Sampling grid optimization via spatial cross-validation4 minutes

1 readingTotal 50 minutes

Additional study material for Module 1: Spatial k-fold cross validation50 minutes

2 assignmentsTotal 70 minutes

Temp30 minutes
Evaluating spatial models with spatial cross-validation40 minutes

1 discussion promptTotal 10 minutes

Module 1 Discussion10 minutes

Pair-input data are encountered in many applications and have unique properties that need to be taken into account. In this module, we first discuss what pair-input data are and what key characteristics they have, introducing drug-target interactions as an example. We then examine how dependencies emerge between pair-input observations and discuss how those dependencies can be used to characterize pair-input observations. Building on this categorization, we finally explore how to modify performance evaluation methods to obtain reliable estimates of out-of-sample prediction performance for pair-input data. The modifications to the selection of training observations are mathematically formulated.

What's included

5 videos1 assignment1 discussion prompt

In this module, we will learn how to determine suitable statistical tests for given machine learning tasks. As an example, we will go through the well-known Wilcoxon test for classifier evaluation. We will also learn about some of the common pitfalls we can fall into if we are not careful in model performance estimation. We see how it is possible to get a very good model performance estimations even though there is no existing pattern in the data. In addition, we will learn how careless feature selection can cause optimistically biased performance estimation in cross-validation. Lastly, we go through the permutation test which allows us to measure the statistical significance of our model performance estimate.