1. CONCEPT OF DATA STRUCTURE
1. Definition: Data structures organize and store
data in a computer efficiently.
2. Purpose: They help manage and manipulate
data elements and their relationships.
3. Memory Layout: Data structures define how
data is stored in memory.
4. Operations: They enable efficient operations
like searching, insertion, deletion, and sorting.
5. Common Types: Arrays, linked lists, stacks,
queues, trees, and graphs are popular data
structures.
6. Characteristics: Each data structure has
unique properties and advantages.
7. Choosing a Structure: The selection depends
on the application's requirements and desired
efficiency.
8. Optimization: Using appropriate data
structures improves algorithm performance and
scalability.
In summary, data structures provide a way to
organize and access data effectively, and
choosing the right structure is crucial for
efficient operations in applications.
, 2. TYPES OF DATA STRUCTURE
There are several types of data structures, each
designed to handle different types of data and
support specific operations. Here are some
commonly used types of data structures:
1. Array: An array is a sequential collection of
elements of the same type, stored in contiguous
memory locations. It allows efficient random
access but has a fixed size.
2. Linked List: A linked list is a collection of
nodes where each node contains data and a
reference to the next node. It allows for efficient
insertion and deletion at any position but has
slower random access.
3. Stack: A stack is a Last-In-First-Out (LIFO)
data structure where elements are inserted and
removed from one end only. It supports
operations like push (add an element) and pop
(remove the topmost element).
4. Queue: A queue is a First-In-First-Out (FIFO)
data structure where elements are inserted at
one end and removed from the other end. It
supports operations like enqueue (add an
element) and dequeue (remove the front
element).
5. Tree: A tree is a hierarchical data structure
consisting of nodes connected by edges. It has a
root node and branches out to child nodes.
Examples include binary trees, AVL trees, and B-
trees.
6. Graph: A graph is a collection of vertices
connected by edges. It represents relationships
between objects. Graphs can be directed (edges
have a specific direction) or undirected (edges
have no direction).