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1269. The optimal input-independent baseline for binary classification
Invited abstract in session MB-4: Recent Methodologies in Explainable AI (XAI) 2, stream Recent Advancements in AI .
Monday, 10:30-12:00Room: 1001 (building: 202)
Authors (first author is the speaker)
1. | Sandjai Bhulai
|
Department of Mathematics, Vrije Universiteit Amsterdam | |
2. | Joris Pries
|
CWI | |
3. | Etienne van de Bijl
|
CWI | |
4. | Jan Klein
|
CWI | |
5. | Rob van der Mei
|
CWI |
Abstract
Before any binary classification model is taken into practice, it is important to validate its performance on a proper test set. Without a frame of reference given by a baseline method, it is impossible to determine if a score is “good” or “bad.” The goal of this paper is to examine all baseline methods that are independent of feature values and determine which model is the “best” and why. By identifying which baseline models are optimal, a crucial selection decision in the evaluation process is simplified. We prove that the recently proposed Dutch Draw baseline is the best input-independent classifier (independent of feature values) for all order-invariant measures (independent of sequence order) assuming that the samples are randomly shuffled. This means that the Dutch Draw baseline is the optimal baseline under these intuitive requirements and should therefore be used in practice.
Keywords
- Analytics and Data Science
- Machine Learning
- Algorithms
Status: accepted
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