Optimal Policy for Batch Operations: Backup, Checkpointing, Reorganization, and Updating.
Guy M. Lohman, John A. Muckstadt:
Optimal Policy for Batch Operations: Backup, Checkpointing, Reorganization, and Updating.
ACM Trans. Database Syst. 2(3): 209-222(1977)@article{DBLP:journals/tods/LohmanM77,
author = {Guy M. Lohman and
John A. Muckstadt},
title = {Optimal Policy for Batch Operations: Backup, Checkpointing, Reorganization,
and Updating},
journal = {ACM Trans. Database Syst.},
volume = {2},
number = {3},
year = {1977},
pages = {209-222},
ee = {http://doi.acm.org/10.1145/320557.320558, db/journals/tods/LohmanM77.html},
bibsource = {DBLP, http://dblp.uni-trier.de}
}
BibTeX
Abstract
Many database maintenance operations are performed periodically in batches, even in
real-time systems. The purpose of this paper is to present a general model for
determining the optimal frequency of these batch operations. Specifically, optimal
backup, checkpointing, batch updating, and reorganization policies are derived.
The approach used exploits inventory parallels by seeking the optimal number of
items - rather than a time interval - to trigger a batch. The Renewal Reward
Theorem is used to find the average long run costs for backup, recovery, and item
storage, per unit time, which is then minimized to find the optimal backup policy.
This approach permits far less restrictive assumptions about the update arrival
process than did previous models, as well as inclusion of storage costs for the updates.
The optimal checkpointing, batch updating, and reorganization policies are shown to be
special cases of this optimal backup policy. The derivation of previous results as
special cases of this model, and an example, demonstrate the generality of
the methodology developed.
Copyright © 1977 by the ACM,
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BibTeX
Conference Abstract
Guy M. Lohman, John A. Muckstadt:
Optimal Policy for Batch Operations: Backup, Checkpointing, Reorganization, and Updating (Abstract).
SIGMOD Conference 1977: 157 BibTeX
References
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A Dynamic Database Reorganization Algorithm.
ACM Trans. Database Syst. 1(2): 159-174(1976) BibTeX
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A First Order Approximation to the Optimal Checkpoint Interval.
Commun. ACM 17(9): 530-531(1974) BibTeX
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Referenced by
- Jaideep Srivastava, C. V. Ramamoorthy:
Efficient Algorithms for Maintenance of Large Database.
ICDE 1988: 402-408
- Stavros Christodoulakis:
Analysis of Retrieval Performance for Records and Objects Using Optical Disk Technology.
ACM Trans. Database Syst. 12(2): 137-169(1987)
- Sheau-Dong Lang, James R. Driscoll, Jiann H. Jou:
Improving the Differential File Technique via Batch Operations for Tree Structured File Organizations.
ICDE 1986: 524-532
- George P. Copeland, Setrag Khoshafian, Marc G. Smith, Patrick Valduriez:
Buffering Schemes for Permanent Data.
ICDE 1986: 214-221
- Calton Pu:
On-the-Fly, Incremental, Consistent Reading of Entire Databases.
VLDB 1985: 369-375
- Salvatore T. March, Gary D. Scudder:
On the Selection of Efficient Record Segmentations and Backup Strategies for Large Shared Databases.
ACM Trans. Database Syst. 9(3): 409-438(1984)
- Daniel P. Heyman:
Mathematical Models of Database Degradation.
ACM Trans. Database Syst. 7(4): 615-631(1982)
- Don S. Batory:
Optimal File Designs and Reorganization Points.
ACM Trans. Database Syst. 7(1): 60-81(1982)
- Houtan Aghili, Dennis G. Severance:
A Practical Guide to the Design of Differential Files for Recovery of On-Line Databases.
ACM Trans. Database Syst. 7(4): 540-565(1982)
- Kenneth C. Sevcik:
Data Base System Performance Prediction Using an Analytical Model (Invited Paper).
VLDB 1981: 182-198
- Joel Arditi:
An Optimized Backout Mechanism for Sequential Updates.
VLDB 1979: 147-154
- Daniel J. Rosenkrantz:
Dynamic Database Dumping.
SIGMOD Conference 1978: 3-8
BibTeX
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