1 / 24

Primitives for Workload Summarization and Implications for SQL

Primitives for Workload Summarization and Implications for SQL. Prasanna Ganesan* Stanford University Surajit Chaudhuri Vivek Narasayya Microsoft Research *Work done at Microsoft Research. Motivation. Workload: Set of SQL Statements Many tasks exploit workload information

Télécharger la présentation

Primitives for Workload Summarization and Implications for SQL

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Primitives for Workload Summarization and Implications for SQL Prasanna Ganesan* Stanford University Surajit Chaudhuri Vivek Narasayya Microsoft Research *Work done at Microsoft Research

  2. Motivation • Workload: Set of SQL Statements • Many tasks exploit workload information • DB Admin, Index Tuning, Statistics building, Approximate Query Processing • DBMS profilers produce large workloads (+additional info) • Most tasks need small workloads • Goal: Summarization - Find a “representative” subset of a given, large workload. • Sometimes a weighted subset

  3. Why Not Random Sampling? • One Size does not fit all • Different definitions of “representative subset” • Random sampling may lose valuable info • Ignores additional info associated with statements • Shown to work poorly, e.g., for Index Selection [chaudhuri02] • May oversample queries on some tables, while ignoring less frequent queries on other tables

  4. Our Solution • Treat input as a relation • Each SQL statement (+associated info) is a tuple • Extend SQL with new language primitives • Allow declarative specification of desired subset • Usable on arbitrary relations, not just workloads • Implement extensions inside query engine • Why? Primitives appear widely applicable • Other implementation options available

  5. The Architecture SELECT *, DOMSUM(Count) FROM WkldTbl DOMINATE WITH PARTITIONING BY FromTables, JoinConds, WhereCols (SLAVE.GroupByCols  MASTER.GroupByCols) AND (SLAVE.OrderByCols PREFIX MASTER.OrderByCols) REPRESENT WITH PARTITIONING BY FromTables, JoinConds, WhereCols MAXIMIZING SUM(DOM_Count) GLOBAL CONSTRAINT Count(*) ≤ 200 LOCAL CONSTRAINT Count(*) ≥ int(200*LOCAL.Count(*)/GLOBAL.Count(*)) ExecutionEngine Summary Application

  6. Outline • New Primitives for Summarization (Subsetting) • Dominance • Representation • Implementing summarization primitives in SQL • Experiments

  7. Dominance • Idea: Filter and aggregate using a partial order on tuples • Specify condition for one tuple to dominate another • Transitive condition • Encapsulates application knowledge • Output: Keep throwing away tuples that are dominated • Retain aggregate info about dominated tuples

  8. A Graphical Representation Vendor Quality Price 6 Buono 75 25 3 2 3 2 Cattivo 50 50

  9. Applying Dominance to Workloads • Example: Index Selection • An index useful for Q1 likely to be useful for Q2 Q2 Q1 SELECT ... FROM R GROUP BY A, B, C SELECT … FROM R GROUP BY A, B dominates MASTER.FromTables=SLAVE.FromTables AND MASTER.GroupByCols  SLAVE.GroupByCols AND MASTER.OrderByCols PREFIX SLAVE.OrderByCols

  10. Outline • New Primitives for Summarization (Subsetting) • Dominance • Representation • Implementing Summarization Primitives in SQL • Experiments

  11. Representation • Dominance only gets us so far • Need a “lossier” way to select a subset • Idea: Pick a subset that solves a Linear Program • Optimize some criterion • Satisfy lots of constraints • Support concept of partitioning

  12. Details • Partition tuples by a set of attributes • Criterion: Maximize/Minimize Aggregate • E.g., Minimize Count(*) • Global Constraints • E.g., Sum(B) in chosen subset > 60% Sum(B) in input • Local Constraints - apply to each partition • E.g., Sum(B) in chosen subset > 40% Sum(B) in that partition

  13. An Index Selection Example • Partition by Tables, Join Conditions and attributes in WHERE clause • Criterion: Maximize Sum(ExecutionCost) • Need best “coverage” • Global Constraint: Count(*) ≤ 200 • Local Constraint: Proportionate representation • A partition with 20% of input should have 20% of output • Count(*) ≥int(200*LOCAL.Count(*)/GLOBAL.Count(*))

  14. Putting it all together • Apply dominance criterion (as earlier). • Apply representation (as earlier, but maximize SUM(DOM_Count) ). • Weight each tuple by the number of tuples it dominates. SELECT SqlString, DOMSUM(Count) FROM WkldTbl DOMINATE WITH PARTITIONING BY FromTables, JoinConds, WhereCols (SLAVE.GroupByCols  MASTER.GroupByCols) AND (SLAVE.OrderByCols PREFIX MASTER.OrderByCols) REPRESENT WITH PARTITIONING BY FromTables, JoinConds, WhereCols MAXIMIZING SUM(DOM_Count) GLOBAL CONSTRAINT Count(*) ≤ 200 LOCAL CONSTRAINT Count(*) ≥ int(200*LOCAL.Count(*)/GLOBAL.Count(*))

  15. Outline • New Primitives for Summarization (Subsetting) • Dominance • Representation • Implementing Summarization Primitives in SQL • Experiments

  16. Implementing Summarization Primitives in SQL • Assume set and sequence support in SQL • The mills of the standards bodies… • Partitioning useful for both primitives • Hashing, Sort-based, Index-based… • Implementing Dominance • Naïve O(n2) algorithm • Techniques from group-wise processing • Leverage Skyline optimizations

  17. Representation • Implementing directly is LP-hard • Many queries are much simpler • Fall into one of two special cases • Other queries are handled by a simple heuristic • User-guided search • Implement as multiple operators

  18. User-Guided Search • Scan tuples in a specific order • User-specified, or heuristically chosen • Will always minimize/maximize Count(*) • Use ordering to transform other objectives • Slightly different algorithms for the two cases

  19. A Minimization Example F E Satisfied D C Output B A Violated

  20. Two Special Cases • Maximize SUM(Attr) • All constraints are on Count(*) • Use partitioning and sort-order access • Minimize Count(*) • Single constraint: Again easily solved • More special cases also solvable • Multiple constraints: Approximation algorithm

  21. Experiments • Evaluate utility for index selection • Compare to sophisticated Wkld. Compression [chaudhuri02] • Clusters using a complex distance function • Simple query as described earlier • Constrained to output same number of statements as Workload Compression • Orders of magnitude faster • TPC-H 1GB database • Multiple synthetic workloads introduced in [chaudhuri02]

  22. Experiments (Contd.) Tuning Wizard Workload Compress Evaluate Total Estimated Cost

  23. Comparing Estimated Costs

  24. Conclusion • Our contributions • Summarization can be expressed declaratively • Introduction of new operators for summarization • Discussion of SQL implementation • The Future • An automatic monitoring and tuning infrastructure? • More workload-sensitive tasks?

More Related