Algorithms Data Structures in Java #2 (+INTERVIEW QUESTIONS)
Master data structures, ternary search trees, compression, substring search & sorting algorithms. Learn efficient coding techniques!
Course Content
Algorithms Data Structures in Java #2 (+INTERVIEW QUESTIONS) is an all-levels Udemy course taught by Holczer Balazs. It runs 12h 53m, is taught in English, and includes a certificate of completion. Learners rate it 4.6 out of 5 from 819 reviews, with 12,722 students enrolled. It is a paid course, last updated November 2023.
Master Data Structures and Algorithms with Java
This comprehensive course delves into fundamental data structures and algorithms, providing a strong foundation for efficient problem-solving in computer science. While implemented in Java for practical application, the concepts are designed to be easily adaptable to C++ and Python, ensuring a versatile understanding of core algorithmic principles. The course spans approximately 12 hours and emphasizes hands-on practice. We strongly encourage you to implement these data structures yourself to solidify your understanding.
Section 1: Prefix Trees (Tries)
- Understanding Tries: Learn the power of prefix trees, a crucial data structure used in various applications.
- Core Operations: Master insertion, searching, and autocompletion techniques within tries.
- Longest Common Prefix: Implement algorithms to find the longest common prefix among a set of strings.
- Real-World Applications: Explore how prefix trees are used in networking (IP routing) and autocompletion features.
Section 2: Ternary Search Trees
- Addressing Trie Limitations: Understand the challenges with traditional tries and how ternary search trees offer improvements.
- Ternary Search Tree Fundamentals: Learn the structure and operations of ternary search trees.
- Key Operations: Implement insertion and retrieval methods.
- Practical Applications: Discover applications of ternary search trees in IP routing and the Boggle Game.
Section 3: Substring Search Algorithms
- Efficient Substring Searching: Explore a range of substring search algorithms for finding occurrences of a pattern within a larger text.
- Brute-Force Approach: Understand the basic brute-force substring search method.
- Z Algorithm: Implement the efficient Z algorithm for substring search.
- Rabin-Karp Algorithm & Hashing: Learn the Rabin-Karp algorithm and its use of hashing for faster substring matching.
- Knuth-Morris-Pratt (KMP): Master the KMP substring search algorithm for optimized pattern matching.
Section 4: Strings in Java
- Java String Internals: Gain insights into how strings are handled in Java programming, including the String Constant Pool.
- Prefixes & Suffixes: Understand the concepts of prefixes and suffixes and their importance in string manipulation.
- Longest Common Prefix: Implement algorithms for finding the longest common prefix of multiple strings.
- Longest Repeated Substring: Learn to identify the longest repeated substring within a given string.
- Suffix Tries & Arrays: Explore the use of suffix tries and suffix arrays for advanced string processing.
Section 5: Sorting Algorithms
- Fundamental Sorting Techniques: Learn the basics of sorting algorithms, including bubble sort, selection sort, and insertion sort.
- Advanced Sorting: Implement shell sort, quicksort, and merge sort for improved performance.
- Comparison-Based vs. Non-Comparison-Based: Understand the differences between comparison-based and non-comparison-based sorting approaches.
- String Sorting: Learn how to implement string sorting algorithms.
- Bucket Sort & Radix Sort: Explore efficient bucket sort and radix sort techniques.
Section 6: Data Compression Algorithms
- Data Compression Techniques: Discover methods for reducing data size.
- Run-Length Encoding (RLE): Implement run-length encoding for efficient data compression.
- Huffman Encoding: Learn Huffman encoding for variable-length coding.
- LZW Compression: Understand LZW compression and decompression techniques.
Section 7: Algorithm Analysis
- Measuring Algorithm Performance: Learn how to measure the running time of algorithms.
- Big O Notation: Master running time analysis using Big O (ordo), Big Ω (omega), and Big Θ (theta) notations.
- Complexity Classes: Understand complexity classes, including polynomial (P) and non-deterministic polynomial (NP) algorithms.
- Common Time Complexities: Learn about common running time complexities such as O(1), O(logN), O(N), and more.
This course provides a solid foundation in data structures and algorithms, equipping you with the skills to tackle a wide range of computational challenges.
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