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ISP Constraints: Balancing Storage Budgets and Query Performance

Written by @instancing | Published on 2025/12/24

TL;DR
The Index Selection Problem (ISP) seeks an optimal index set to minimize execution cost within storage constraints for database workloads.

Abstract and 1. Introduction

  1. Related Works

    2.1 Traditional Index Selection Approaches

    2.2 RL-based Index Selection Approaches

  2. Index Selection Problem

  3. Methodology

    4.1 Formulation of the DRL Problem

    4.2 Instance-Aware Deep Reinforcement Learning for Efficient Index Selection

  4. System Framework of IA2

    5.1 Preprocessing Phase

    5.2 RL Training and Application Phase

  5. Experiments

    6.1 Experimental Setting

    6.2 Experimental Results

    6.3 End-to-End Performance Comparison

    6.4 Key Insights

  6. Conclusion and Future Work, and References

3 Index Selection Problem

The Index Selection Problem (ISP) is formalized as the task of identifying an optimal index set, 𝐼∗ , from a set of candidate indexes, 𝐼, for a database, 𝐷, and its workload, 𝑊 , to minimize the execution cost, Cost(𝑊,𝐼), subject to constraints, 𝐶, such as a storage budget. Formally, this can be represented as:

where 𝐶(𝐼) denotes the cost associated with the index configuration 𝐼, including considerations such as storage, and 𝐶max represents the maximum allowable cost under the constraints.

Authors:

(1) Taiyi Wang, University of Cambridge, Cambridge, United Kingdom (Taiyi.Wang@cl.cam.ac.uk);

(2) Eiko Yoneki, University of Cambridge, Cambridge, United Kingdom (eiko.yoneki@cl.cam.ac.uk).


This paper is available on arxiv under CC BY-NC-SA 4.0 Deed (Attribution-Noncommercial-Sharelike 4.0 International) license.

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Topics and
tags
deep-learning|index-selection-problem|database-performance-cost|optimal-index-configuration|workload-optimization|execution-cost-minimization|multi-attribute-index|mathematical-database-modeling
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