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This summary discusses the query processor's role within a Database Management System (DBMS), detailing how it converts user queries into executable database operations. It covers key components of query execution, including query compilation, parsing, rewriting, and physical plan generation. The text explores methods for scanning tables, sorting relations, and measuring query performance. Additionally, it highlights the importance of algorithm selection and discusses various one-pass algorithms for relational operations, along with challenges related to transaction timing and data integrity in query execution.
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CS 257Chapter – 15.9 Summary of Query ExecutionDatabase Systems: The Complete Book Krishna Vellanki 124
Introduction What is Query Processor? • Group of components of a DBMS that converts a user queries and data-modification commands into a sequence of database operations • It also executes those operations • Must supply detail regarding how the query is to be executed
Building Blocks of Query processing • Query Execution: • The algorithms that manipulate the data of the database. • Focus on the operations of extended relational algebra. 3
Outline of Query Compilation 4 Query compilation • Parsing: A parse tree for the query is constructed • Query Rewrite: The parse tree is converted to an initial query plan and transformed into logical query plan (less time) • Physical Plan Generation: Logical Q Plan is converted into physical query plan by selecting algorithms and order of execution of these operator.
Scanning Tables 5 • One of the basic thing we can do in a Physical query plan is to read the entire contents of a relation R. • Variation of this operator involves simple predicate, read only those tuplesof the relation R that satisfy the predicate. • Basic approaches to locate the tuplesof a relation R • Table Scan • Relation R is stored in secondary memory with its tuples arranged in blocks • It is possible to get the blocks one by one • Index-Scan • If there is an index on any attribute of Relation R, we can use this index to get all the tuples of Relation R
Sorting While Scanning Tables 6 Number of reasons to sort a relation • Query could include an ORDER BY clause, requiring that a relation be sorted. • Algorithms to implement relational algebra operations requires one or both arguments to be sorted relations. • Physical-query-plan operator sort-scan takes a relation R, attributes on which the sort is to be made, and produces R in that sorted order
Parameters for Measuring Costs 7 • Parameters that affect the performance of a query • Buffer space availability in the main memory at the time of execution of the query • Size of input and the size of the output generated • The size of memory block on the disk and the size in the main memory also affects the performance • B: The number of blocks are needed to hold all tuples of relation R. Also denoted as B(R). • T is the number of tuples in relation R, also denoted as T(R). • V: The number of distinct values that appear in a column of a relation R • V(R, a)- is the number of distinct values of column for a in relation R
One-Pass Algorithms for Database Operations The choice of an algorithm for each operator is an essential part of the process of transforming a logical query plan into a physical query plan. • Main classes of Algorithms: • Sorting-based methods • Hash-based methods • Index-based methods • Division based on degree difficulty and cost: • 1-pass algorithms • 2-pass algorithms • 3 or more pass algorithms
One-Pass Algorithm Methods 9 One-Pass Algorithms for Tuple-at-a-Time Operations: selection and projection One-Pass Algorithms for Unary, fill-Relation Operations: Duplicate Elimination and Grouping One-Pass Algorithms for Unary, fill-Relation Operations: Binary operations including Union, Intersection, Difference, Product and Join
Nested Loop Joins • Used for relations of any side. • Not necessary that relation fits in main memory • Uses “One-and-a-half” pass method in which for each variation: • One argument read just once. • Other argument read repeatedly. • Two kinds: • Tuple-Based Nested Loop Join • Block-Based Nested Loop Join
Improvement & Modification To decrease the cost • Method 1: Use algorithm for Index-Based joins • We find tuple of R that matches given tuple of S • We need not to read entire relation R • Method 2: Use algorithm for Block-Based joins • Tuples of R & S are divided into blocks • Uses enough memory to store blocks in order to reduce the number of disk I/O’s.
Physically Unrealizable Behaviors Read too Late Transaction T tries to read too late
Write too Late Transaction T tries to write too late
Problem with dirty data T could perform a dirty read if it is reads X
A write is cancelled because of a write with a later timestamp, but the writer then aborts
Two passed Algorithm based on hashing Hashing is done if the data is too big to store in main memory buffers. • Hash all the tuples of the argument(s) using an appropriate hash key. • For all the common operations, there is a way to select the hash key so all the tuples that need to be considered together when we perform the operation have the same hash value. • This reduces the size of the operand(s) by a factor equal to the number of buckets.
Steps to be followed for a Two passed Algorithm based on hashing • Duplicate Elimination • Grouping and Aggregation • Union, Intersection, and Difference • Hash-Join Algorithm
Sort based Vs Hash based • For binary operations, hash-based only limits size to min of arguments, not sum • Sort-based can produce output in sorted order, which can be helpful • Hash-based depends on buckets being of equal size • Sort-based algorithms can experience reduced rotational latency or seek time
15.6Index based Algorithms • Clustered Relation: Tuples are packed into roughly as few blocks as can possibly hold those tuples • Clustering indexes: Indexes on attributes that all the tuples with a fixed value for the search key of this index appear on roughly as few blocks as can hold them • A relation that isn’t clustered cannot have a clustering index • A clustered relation can have nonclustering indexes