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Data Structures
18UCAC31
Text Book:
Data Structures
- Seymour Lipschutz
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Welcome
Dear Students!!!
Assistant Professor,
Department of Computer Applications
(PG),
V.V.Vanniapermal College for Women,
Virudhunagar – 626001.
Mrs.M.Priyavani,MCA,DCHN,M.Phil.,
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Chapter-1
Introduction and Overview
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
1.1 - Introduction
• Basic terminology & concepts – defined
• Overview of data organization.
• Notion of algorithm & complexity introduced.
• Discuss the time-space tradeoff.
S
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
S
1.2 – Basic Terminology;
Elementary Data Organization
Data are simply
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Data
Values
Set of
ValuesOR
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Elementary itemsData items that are not group items.
Group items
Data items that are divided into subitems.
Eg. Employee Name consists of First name,
Middle Name, Lastname and Initial
Data item
Refer to a single unit of value.
Eg. Social Security Number
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Data
Data
Data
Data
Data
Data
Data
Collections of data
Organized into
hierarchy of
Files
Records
Fields Fields
Records
Fields
Additional terminology
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Entity
Attributes or
properties
Values
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Attributes Name Age Sex
Aadhar
Number
Values Priyavani 43 Female 7654xxx
Examples
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
The way the data are
organized into the
hierarchy of fields,
records and files
reflect the
relationship between
attributes, entities
and entity sets.
• A field is a single elementary
unit of information
representing an attribute of
an entity.
• A record is a collection of
field values of a given entity.
• A file is a collection of
records.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Records
Fixed Length
Variable Length
All the records contain the same data
item with the same amount of space
assigned to each data item.
The records of a file may be of different
lengths each.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
3. Quantitative
analysis of the
structure,
2.
Implementation
of the data
structure on a
computer.
1. Logical or
mathematical
description of
the structure.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
1.3 – Data Structures
• Classification of data structures.
• Arrays.
• Linked Lists.
• Trees.
• Stacks.
• Queues.
• Graphs.
S
Data Structure - Definition
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
The logical or mathematical model of a particular
organization of data is called data structure.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
It must be rich
enough in structure
to mirror the actual
relationships of the
data in the real
world.
The structure should
be simple enough
that one can
effectively process
the data when
necessary.
Choice of a PARTICULAR data model depends on these considerations…
1
2
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
DataStructures
Primitive
Integer
Real
Character
Boolean
Non-Primitive
Linear
Arrays
Linked List
Stacks
Queues
Non-linear
Trees
Graphs
Classification of Data Structures.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Primitive Data Structures . . .
Integer
Real
Character
Boolean
Basic data
types
Primitive
Data types
• Consists of characters that can not be divided.
• Also called as Simple Data Types.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Non-Primitive
Linear
Arrays
Linked List
Stacks
Queues
Non-linear
Trees
Graphs
Non-primitive Data Structures.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Linear
Arrays
Linked
List
Stacks Queues
A data structure is said to be LINEAR if . . .
If its elements form a
sequence or a linear list
The way they are stored in
memory need not be
sequential
Insertion & deletion is not
possible.
M.Priyavani,MCA,DCHN,M.Phil.,
V.V.V.College,Virudhunagar.
Non-Linear
Trees Graphs
A data structure is said to be NON-LINEAR if . . .
If the data is not
arranged in
sequence.
The way they are
stored in memory
need not be
sequential
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
The data appearing in our data structures are processed by means
of certain operations.
There are four operations:
• Traversing
• Searching
• Inserting
• Deleting
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Traversing
• Accessing each record exactly once so that certain or all items in the
record may be processed.
1 2 3 4 5 6 7 8
Array
elements:
Processing
Output
1 2 3 4 5 6 7 8
1 2 3 4 5 6 7 8
1 2 3 4 5 6 7 8
1 2 3 4 5 6 7 8
1
2
3
4
Accessing 1st
element
Accessing 2nd
element
Accessing 3rd
element
Accessing 4th
element M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Searching
• Finding the location of the record with a given key value, or finding
the location of all records which satisfy one or more conditions.
12 43 87 34 51 36 72 48
Array
elements:
Searching
Output
12 43 87 34 51 36 72 48 No Match
Key value
34
Comparing 1st
element
Accessing 2nd
element
Accessing 3rd
element
Accessing 4th
element
12 43 87 34 51 36 72 48
12 43 87 34 51 36 72 48
12 43 87 34 51 36 72 48
No Match
No Match
Matching
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Inserting
• Adding a new record to the structure
12 43 87 34 51 36 72 48
Existing
elements:
12 43 87 34 51 36 72
Insert value
66
Moving last
element
Moving next
element
Moving next
element
Moving next
element
12 43 87 34 51 36 72
12 43 87 34 51 36 72
12 43 87 34 51 36 72
4
Position
48
48
48
48
Moving next
element
12 43 87 34 51 36 72 48
Inserting as 4th
element
12 43 87 66 34 51 36 72 48M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Deleting
• Removing a record from the structure
12 43 87 66 34 51 36 72
Existing
elements:
12 43 87 66 34 36 72
Removing the
element
Moving next
element
Moving next
element
Moving last
element
12 43 87 66 34 36 72
12 43 87 66 34 36 72
12 43 87 66 34 36 72 48
6
Position
48
48
48
Deleting Gap 12 43 87 66 34 36 72 48
48
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Other two operations used in special situations…
• Sorting
• Arranging the records in some logical order.
• Merging
• Combining the records in two different sorted files into a
single sorted file.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
Abstract Data Types
• Refers to a set of data values and associated operations.
• Consists of a set of definitions that allow us to use the functions while
hiding the implementation.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
ADT Model
Public
Functions
Private
Functions
Data Structures
Array Linked List
Record
Interface
Application
Program
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
2 different parts of the ADT model
• Data are entered, accessed, modified and deleted
through the external application programming
interface.
• This interface can access only the public functions.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
1.6
ALGORITHMS
COMPLEXITY
&
TIME-SPACE TRADEOFF
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
ALGORITHM
• Is a well defined list of steps for solving a particular problem.
• Example problem: Adding 2 numbers.
• Algorithm:
1. Read first value from user and assume it to be A.
2. Read second value from user and assume it to be B.
3. Add the 2 values into another variable. (C=A+B)
4. Show the added value to the user.
• The time and space it uses are 2 major measures of the efficiency of
an algorithm.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
ALGORITHM
• The complexity of an algorithm is the function which gives the
running time and/or space in terms of the input size.
• For example, running time of a sorting algorithm is more when
number of elements is more.
• The storage space also increases with the number of input
values.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
SORTING
Linear Search Binary Search
Given Elements:
23
54
12
87
55
Element to be searched: 87
Comparisons Needed = 4
Element to be searched: 22
Comparisons needed = 5
If number of elements is 1000?
Complexity of Linear Search algorithm:
C(n) = n/2
Given Elements:
12
23
54
55
87
Element to be searched: 87
Comparisons Needed = 3
Element to be searched: 22
Comparisons needed = 2
If number of elements is 1000?
Complexity of Binary Search algorithm:
C(n) = Log2n
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
WHICH DATA STRUCTURE TO USE?
• The choice of data structure depends on many things including
• type of data
&
• frequency with which various data operations are applied.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.
TIME-SPACE TRADEOFF
• The choice of data structure
involves a time-space tradeoff.
• By increasing the amount of
space for storing the data, one
may be able to reduce the time
needed for processing the data
or vice-versa.
M.Priyavani,MCA,DCHN,M.Phil., V.V.V.College,Virudhunagar.

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