β Data Structures: Definition, Classification and Operations
β 1. Definition of Data Structure
A Data Structure is a way of organizing, storing, and managing data in computer memory so that it can be used efficiently.
π It helps in:
- Fast access of data
- Easy insertion and deletion
- Efficient searching and sorting
- Better memory utilization
β
Example:
If we store studentsβ marks in a simple list, it is easy.
But for faster searching, sorting, or handling huge records, we use proper data structures like arrays, linked lists, trees, etc.
β 2. Classification of Data Structures
Data Structures are mainly classified into two types:
β (A) Primitive Data Structures
These are the basic data types provided by programming languages.
β Examples:
int(Integer)float(Real number)char(Character)bool(Boolean)double
π These are single-value data types.
β (B) Non-Primitive Data Structures
These are complex data structures made using primitive data types.
Non-Primitive Data Structures are further divided into:
β 1. Linear Data Structures
In linear data structures, data elements are stored in a sequence (one after another).
β Features:
- Each element has a previous and next element (except first & last)
- Easy to traverse
β Examples:
- Array
- Linked List
- Stack
- Queue
π Example (Linear order):10 β 20 β 30 β 40
β 2. Non-Linear Data Structures
In non-linear data structures, elements are stored in a hierarchical or network form, not in a sequence.
β Features:
- One element can be connected to many elements
- Used for complex relationships
β Examples:
- Tree
- Graph
π Example (Tree structure):
A
/ \
B C
/ \
D E
β 3. Static vs Dynamic Data Structures
β Static Data Structures
Static means the size is fixed at compile-time.
β Example:
- Array
π Advantage:
- Easy to access using index
π Disadvantage:
- Fixed size β may waste memory or overflow
β Dynamic Data Structures
Dynamic means the size can increase or decrease during runtime.
β Examples:
- Linked List
- Stack using Linked List
- Queue using Linked List
- Trees and Graphs
π Advantage:
- No memory wastage, flexible size
π Disadvantage:
- More complex implementation
β 3. Operations of Data Structures
Operations are actions that can be performed on data structures to manage and process data efficiently.
β 1. Traversing
Traversal means visiting each element of the data structure one by one.
β
Example:
Array: 10, 20, 30
Traversal output: 10 20 30
π Used for:
- Displaying elements
- Processing all data
β 2. Insertion
Insertion means adding a new element in the data structure.
β Insertion can be:
- At beginning
- At end
- At any position
β
Example:
Array: 10 20 40
Insert 30 at position 3 β 10 20 30 40
π Used in:
- Adding new student record
- Adding new node in linked list
β 3. Deletion
Deletion means removing an element from the data structure.
β Deletion can be:
- From beginning
- From end
- From any position
β
Example:
Array: 10 20 30 40
Delete 30 β 10 20 40
π Used in:
- Removing invalid record
- Removing nodes in linked list
β 4. Searching
Searching means finding the location of a required element in data structure.
β Types of Searching:
- Linear Search
- Binary Search (sorted data required)
β
Example:
Array: 10 20 30 40
Search 30 β Found at index 2 / position 3
π Used in:
- Searching a roll number
- Finding a file record
β 5. Sorting
Sorting means arranging elements in ascending or descending order.
β
Example:
Unsorted: 40 10 30 20
Sorted: 10 20 30 40
β Common Sorting Techniques:
- Bubble Sort
- Selection Sort
- Insertion Sort
- Merge Sort
- Quick Sort
π Used in:
- Ranking students
- Sorting product prices
β 6. Merging
Merging means combining two similar data structures into one.
β
Example:
List 1: 10 20 30
List 2: 40 50
Merged: 10 20 30 40 50
π Used in:
- Combining two arrays or linked lists
β 7. Updating
Updating means modifying the value of an existing element.
β
Example:
Marks list: 10 20 30
Update 20 to 25 β 10 25 30
π Used in:
- Editing student details
- Updating database records
β Conclusion
Data Structures are very important in computer science because they make programs fast, efficient, and manageable.
They are classified into primitive and non-primitive, and further into linear and non-linear, with common operations such as traversing, insertion, deletion, searching, sorting, and merging.
