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Master Data Structures and Algorithms with C++ Programming

Data Structures and Algorithms (DSA) using C++ is crucial for writing efficient and optimized programs. At Insta InfoTech®, our Data Structures Using C++ Course is designed to help students develop a strong foundation in DSA concepts with hands-on coding experience.

 

Data Structure Using C++
Data Structures in C++ — Concepts, Differences from C, and Practical Use

Data structures in C++ are foundational to building efficient, maintainable software. Beyond simply storing data, they define how information is organized, accessed, and updated so that programs scale in performance and clarity. In C++, data structures are commonly modeled as classes or structs with well-defined interfaces, enabling encapsulation, abstraction, and reusable design.

What a C++ “Structure” Really Means

In C++, both class and struct can bundle heterogeneous data and behavior together. The only language-level default difference is access control: struct members are public by default, while class members are private by default. Crucially, unlike C, C++ allows member functions, constructors, destructors, operator overloading, and even inheritance within a struct or class. This makes C++ data structures more expressive and safer by design.

Key Differences: C vs C++ “Structures”
  • Encapsulation: In C, a struct holds data only; functions are separate. In C++, a struct/class can include data and member functions, enabling information hiding and clear interfaces.
  • Access Modifiers: C has no access control on struct members. C++ supports public, protected, and private for robust encapsulation.
  • Initialization & Lifecycle: C requires manual initialization of struct fields; C++ provides constructors, destructors, and RAII for resource safety.
  • Polymorphism & Inheritance: C++ structures/classes can be part of inheritance hierarchies and use virtual functions for runtime polymorphism; C has no built-in OOP features.
  • Generics: C++ templates enable type-safe, reusable generic data structures (e.g., containers in the STL).
Common C++ Data Structures and When to Use Them
  • Array/Vector: Contiguous storage for fast indexed access and cache locality. Prefer std::vector for dynamic sizing and safety.
  • List/Forward List: Linked nodes for frequent insert/delete in the middle with stable references; accept sequential access trade-offs.
  • Deque: Efficient insertion/removal at both ends; good for double-ended queues.
  • Stack/Queue/Priority Queue: Constrained access patterns (LIFO/FIFO/heap-ordered) built atop standard containers.
  • Set/Multiset, Map/Multimap: Ordered associative containers (typically balanced trees) for log-time search, insert, and erase.
  • Unordered Set/Map: Hash-based containers for average O(1) lookups with good hash/equality functions.
  • String & String View: Safe text handling; std::string_view for zero-copy, non-owning views.
Design Principles for C++ Data Structures
  • Encapsulation First: Keep representation private; expose minimal, consistent operations.
  • RAII & Resource Safety: Manage memory and handles via constructors/destructors; prefer smart pointers over raw owning pointers.
  • Value Semantics: Favor copy/move semantics that make ownership and performance explicit.
  • Complexity Guarantees: Document time/space complexity of operations; choose containers accordingly.
  • Const-Correctness: Use const to protect invariants and enable safe sharing.
Practical Takeaways
  • C++ elevates “structures” from passive data holders to robust, encapsulated types with behavior, enabling cleaner APIs and safer code.
  • Use the Standard Template Library (STL) whenever possible; it provides well-tested containers and algorithms with predictable complexity.
  • Pick containers based on access patterns: contiguous and index-heavy (vector), frequent middle insertions (list), ordered lookups (map/set), or constant-time average lookups (unordered_map/unordered_set).

Summary: In C++, data structures are not just about storage—they are carefully designed types that package data, behavior, and invariants. This enables faster development, safer code, and performance that scales with real-world demands.

  • Arrays Basics Introduction and Pointers: Basics
  • Structures and Pointers
  • Functions (Systern Defined and User Defined)
  • Array as Parameter, Structure as Parameter
  • Converting a C program to a C++ class
  • Object-Oriented Programming Concepts
  • C++ Class and Constructor

  • Algorithms and Performance Analysis
  • Time complexity
  • Space complexity

  • Specifying a valid range of values for a cell
  • Specifying a list of valid values for a cell
  • Specifying custom validations based on the formula for a cell
  • Advanced Excel Course - Working with Templates
  • Designing the structure of a template
  • Using templates for standardization of worksheets

  • Bubble sortSelection sort, or insert sort
  • Heap sort, merge sort, or quick sort

  • Introduction and Declarations of Array
  • Static vs Dynamic Arrays
  • Arrays Representation 2d and 3d
  • Insertion in array and Deletion in array
  • Reverse of array
  • Traversing of array element
  • Sequential and binary search

  • Introduction to Linked List
  • Linked List vs Array
  • Linked List Insertion/Deletion (Deleting a given key & Deleting a key at given position)
  • Reverse a linked list / Rotate and Generic Linked List in C
  • Merge two sorted linked lists and Merge Sort for Linked Lists

  • Circular Linked List Introduction and Applications,
  • Circular Singly Linked List Insertion
  • Circular Linked List Traversal
  • Split a Circular Linked List into two halves
  • Sorted insert for circular linked list

  • Doubly Linked List Introduction and Insertion
  • Delete a node in a Doubly Linked List
  • Reverse / Quick-Sort/Merge Sort for Doubly Linked List

  • Introduction to Stack
  • Reverse a String using Stack
  • Implement two stacks in an array
  • Reverse and Sort a stack using recursion
  • Design and Implement Special Stack Data Structure
  • Implement Stack using Queues
  • Design a stack with operations on middle element
  • Sort a stack using recursion

  • Queue Introduction and Array Implementation
  • Linked List Implementation of Queue
  • Applications of Queue Data Structure
  • Priority Queue Introduction
  • Introduction, Applications & Implementation of Deque using circular array
  • Implement Queue using Stacks

  • Introduction to Strings
  • Finding Length / Changing Case of a String/ Counting Words and Vowels in a String
  • Validating and Reversing a String
  • Comparing Strings and Checking Palindrome
  • Finding Duplicates in a String & by using Bitwise Operations
  • Permutation of String

  • Binary Tree Introduction and Its Types & Its Properties
  • Applications of tree data structure
  • Tree Traversals and BFS vs DFS for Binary Tree
  • Diameter of a Binary Tree & Maximum width of a binary tree
  • Inorder Tree Traversal without Recursion and without stack!
  • Threaded Binary Tree & Connect nodes at same leve

  • Inorder predecessor and successor for a given key in BST
  • Check if a binary tree is BST or not & Merge two BSTs with limited extra space
  • Two nodes of a BST are swapped, correct the BST
  • Find a pair with given sum in a Balanced BST
  • Merge Two Balanced Binary Search Trees

  • Binary Heap/Binomial Heap/Fibonacci Heap
  • Heap Sort/Sort an almost sorted array/Topological Sorting
  • K'th Largest Element in an array

  • Hashing Introduction
  • Print a Binary Tree in Vertical Order
  • Union and Intersection of two Linked Lists

  • Graph and its representations
  • Breadth & Depth First Traversal for a Graph
  • Detect Cycle in a Directed and Un-Directed Graph
  • Longest Path in a Directed Acyclic Graph

  • Segment Tree: Segment Tree | Set 1 (Sum of given range)
  • Segment Tree | Set 2 (Range Minimum Query)
  • Tree | (Insert and Search) & Tree | (Delete)

  • Two Dimensional Binary Indexed Tree or Fenwick Tree
  • Binary Indexed Tree: Range Updates and Point Queries and Range Queries

  • Suffix Array nLogn Algorithm
  • kasai's Algorithm for Construction of LCP array from Suffix Array
  • Suffix Tree Introduction
  • Generalized Suffix Tree, Build Linear Time Suffix Array using Suffix Tree
  • Searching All Patterns

  • Diagonal Matrix and C++ class for Diagonal Matrix
  • Lower Triangular Matrix Row-Major Mapping & Column-Major Mapping
  • Upper Triangular Matrix Row-Major Mapping & Column-Major Mapping
  • Symmetric Matrix, Toeplitz Matrix Tri-Diagonal and Tri-Band Matrix
  • Menu Driven Program for Matrices and by Using Functions

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