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Biju Patnaik University of Technology BPUT
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**Master of Computer Applications**Views:
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1
Syllabus
MCA Sem-II, Paper - I
Data Structures
1. Sorting and Searching Techniques
Bubble, Selection, Insertion, Shell sorts and Sequential, Binary,
Indexed Sequential Searches, Interpolation, Binary Search Tree Sort,
Heap sort, Radix sort.
Analysis of Algorithms
Algorithms, Pseudo code for expressing algorithms, time complexity
and space complexity, O-notation, Omega notation and theta notation.
2. Hashing Techniques
Hash function
Address calculation techniques, Common hashing functions
Collision resolution
Linear probing, Quadratic
Double hashing
Bucket hashing
Deletion and rehashing
3. Linear Lists
Stacks: LIFO structure, create, POP, PUSH, delete stack
Queues: FIFO structure Priority Queues, Circular Queues,
operations on Queues
Linear List Concept
List v/s Array, Internal pointer and External pointer, head, tail of a
list, Null list, length of a list
Linked Lists
o Nodes, Linked List Data Structure
Linked Lists algorithms
o Create List
o Insert Node (empty list, beginning, Middle, end)
o Delete node (First, general case)
o Search list
o Retrieve Node, add node, Remove node, Print List

2
o Append Linked List, array of Linked lists
Complex Linked List structures
o Header nodes
o Circularly-Linked List
o Doubly Linked List
Insertion, Deletion
o Multilinked Lists
Insertion, Deletion
4. Introduction to Trees
Binary Trees
o Travesals (breadth-first, depth-first)
Expression Trees
o (Infix, Prefix, Postfix Traversals)
General Trees
Search Trees
Binary Search Trees
5. Heaps
Structure
Basic algorithms – Reheap Up, Reheap Down, Build heap, Insert,
Delete
6. Multi-way Trees
M-way search trees
B-Trees
o Insertion (Inseet node, Search node, Split node, Insert
entry)
o Deletion (Node delete, Delete entry, Delete mid, ReFlow,
Balance, Combine)
o Traverse B-Tree
B-Tree Search
Graphs
Terminology
Operations (Add vertex, Delete vertex, Add Edge, Delete Edge,
Find vertex)
Traverse Graph (Depth-First, Breadth-First)
Graph Storage Structures (Adjacency Matrix, Adjacency List)
Networks
o Minimum Spanning Tree
o Shortest Path Algorithm
o (Dijkstra’s algorithm, Kruskal’s algorithm, Prim’s algorithm,
Warshall’s algorithm)

3
Term work/Practical: Each candidate will submit a journal / assignments
in which at least 10 assignments based on the above syllabus along with
the flow chart and program listing. Internal tests to be conducted
separately.
1. Data structure – A Pseudocode Approach with C – Richard F Gilberg
Behrouz A. Forouzan, Thomson.
2. Schaum’s Outlines Data structure Seymour Lipschutz Tata McGraw
Hill 2nd Edition.
3. Data structures and Program Design in C Robert Kruse, C.L. Tondo,
Bruce Leung Pearson.
4. “Data structure using C” AM Tanenbaum, Y Langsam and MJ
Augustein, Prentice Hall India.
5. “An Introduction to Structure with application” Jean – Paul Trembly
and Paul Sorenson.
6. Data structure and Program design in CRL Kruse, BP Leung and CL
Tondo Prentice-Hall.
7. Data structure and Algorithm Analysis in C Weiss, Mark Allen Addison
Wesley.
Program List in Data Structures
1. Write a program in C to implement simple Stack, Queue, Circular
Queue, Priority Queue.
2. Write a menu driven program that implements singly linked list for the
following operations:
Create, Display, Concate, merge, union, intersection.
3. Write a menu driven program that implements doubly linked list for the
following operations:
Create, Display, Count, Insert, Delete, Search, Copy, Reverse, Sort.
4. Write a menu driven program that implements doubly linked list for the
following operations:
Create, Display, Concate, merge, union, intersection.
5. Write a menu driven program that implements Singly circular linked
list for the following operations:
Create, Display, Count, Insert, Delete, Search, Copy, Reverse, Sort.
6. Write a program in C for sorting methods.
7. Write a menu driven program in C to

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a. Create a binary search tree
b. Traverse the tree in Inorder, Preorder and Post Order
c. Search the tree for a given node and delete the node
Write a program in C to implement insertion and deletion in
tree.
B
8. Write a program in C to implement insertion and deletion in AVL tree.
9. Write a menu driven program that implements Heap tree (Maximum
and Minimum Heap tree) for the following operations. (Using array)
Insert, Delete.
10. Write a program to implement double hashing technique to map given
key to the address space. Also write code for collision resolution
(linear probing)
11. Write a program in C to implement Dijkstras shortest path algorithm
for a given directed graph.
12. Write a program in C to insert and delete nodes in graph using
adjacency matrix.
13. Write a program in C to implement Breadth First search using linked
representation of graph.
14. Write a program in C to implement Depth first search using linked
representation of graph.
15. Write a program in C to create a minimum spanning tree using
Kruskal’s algorithm.
16. Write a program in C to create a minimum spanning tree using Prim’s
algorithm.

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