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Data Structures & Algorithms: Coding Interviews & Real-World Applications, Study notes of Data Structures and Algorithms

A comprehensive introduction to data structures and algorithms (dsa), covering essential concepts, common data structures, algorithm types, and their importance in coding interviews and real-world applications. It explains big-o notation for analyzing algorithm efficiency, outlines best practices for problem-solving, and includes a practical example of finding the first non-repeating character in a string. Valuable for anyone seeking to enhance their problem-solving skills and prepare for technical interviews.

Typology: Study notes

2020/2021

Available from 02/26/2025

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Data Structures (DS) are ways of organizing and storing
data efficiently to perform operations effectively. Common
types include:
Arrays – Fixed-size, sequentially stored elements.
Linked Lists – Dynamic memory allocation, elements
linked via pointers.
Stacks – Last-In-First-Out (LIFO) structure.
Queues – First-In-First-Out (FIFO) structure.
Trees – Hierarchical structures with nodes.
Graphs – Nodes and edges representing complex
relationships.
Hash Tables – Key-value pair storage with fast lookups.
Introduction to DSA
Understanding Data
Structures & Algorithms
Data Structures:
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Data Structures (DS) are ways of organizing and storing data efficiently to perform operations effectively. Common types include: Arrays – Fixed-size, sequentially stored elements. Linked Lists – Dynamic memory allocation, elements linked via pointers. Stacks – Last-In-First-Out (LIFO) structure. Queues – First-In-First-Out (FIFO) structure. Trees – Hierarchical structures with nodes. Graphs – Nodes and edges representing complex relationships. Hash Tables – Key-value pair storage with fast lookups.

Introduction to DSA

Understanding Data

Structures & Algorithms Data Structures:

Algorithms:

Algorithms are step-by-step procedures for solving computational problems. Types of algorithms include: Sorting (QuickSort, MergeSort, Bubble Sort, etc.) Searching (Binary Search, Linear Search, etc.) Graph Algorithms (DFS, BFS, Dijkstra's Algorithm, etc.) Dynamic Programming (Knapsack, Fibonacci, etc.) Divide & Conquer (MergeSort, QuickSort, etc.)

Big-O Notation (Time & Space

Complexity)

Big-O Notation expresses the worst-case scenario of an algorithm's performance in terms of input size n: O(1) – Constant Time: Execution time does not depend on input size. O(log n) – Logarithmic Time: Performance grows logarithmically (e.g., Binary Search). O(n) – Linear Time: Performance increases proportionally to input size. O(n log n) – Linearithmic Time: Efficient sorting algorithms (MergeSort, QuickSort) fall here. O(n^2) – Quadratic Time: Nested loops (e.g., Bubble Sort, Insertion Sort). O(2^n) – Exponential Time: Recursive problems (e.g., Fibonacci via naive recursion).

Graphical Representation of Time Complexity:

Summary for Quick Revision

DSA is crucial for coding interviews and optimizing software performance. Common Data Structures: Arrays, Linked Lists, Stacks, Queues, Trees, Graphs, Hash Tables. Algorithm Complexity: Big-O notation helps analyze efficiency. Best Practices: Read problems carefully, optimize code, and choose appropriate data structures. Example Problem: First non-repeating character in a string with an optimized O(n) solution. By mastering these fundamentals and practicing regularly, you can significantly improve problem-solving skills and crack technical interviews efficiently.