Deep Dive into Algorithms
Sharpen your logical thinking and coding skills with our comprehensive algorithm course, designed to help you build a strong foundation in computational problem-solving. Ideal for students, developers, and competitive programmers looking to learn algorithms the right way.
Level : Advance
Duration :90 hrs
Rating : 4.8/5
Language : Java
Activate this Course for :
₹ 6999
6999
Activate this Course for :
₹ 7999
7999
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Deep Dive into Algorithms Course Overview
Understand core algorithmic concepts like time complexity, recursion, and divide-and-conquer
Learn essential sorting and searching techniques with step-by-step logic
Practice with advanced topics like dynamic programming, greedy algorithms, backtracking, and graph algorithms
Work on multiple algorithm programs using languages like Python, C++, or Java
Solve real-world problems and challenges designed to boost your coding speed and logic
Deep Dive into Algorithms Course Includes
Certification After completing the courses
We Provides 24/7 Dedicated Forum Support
Accessing to AI tools to enhance coding skills
Enjoy Lifetime access to course materials
Assessments to track your progress
Deep Dive into Algorithms Course Contents
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1.1.What is an Algorithm?
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1.2.Characteristics of a Good Algorithm
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1.3.Algorithm Design Techniques Overview
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1.4.Time and Space Complexity (Big O, Omega, Theta)
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1.1.What is an Algorithm?
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1.2.Characteristics of a Good Algorithm
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1.3.Algorithm Design Techniques Overview
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1.4.Time and Space Complexity (Big O, Omega, Theta)
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2.1.Understanding Recursion with Examples
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2.2.Backtracking Strategy and Use Cases
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2.3.N-Queens, Sudoku Solver
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2.4.Recursive Tree Visualization
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2.1.Understanding Recursion with Examples
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2.2.Backtracking Strategy and Use Cases
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2.3.N-Queens, Sudoku Solver
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2.4.Recursive Tree Visualization
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3.1.Divide and Conquer Approach
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3.2.Binary Search and Its Variants
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3.3.Merge Sort, Quick Sort
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3.4.Maximum Subarray Problem (Kadane’s Algorithm)
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3.1.Divide and Conquer Approach
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3.2.Binary Search and Its Variants
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3.3.Merge Sort, Quick Sort
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3.4.Maximum Subarray Problem (Kadane’s Algorithm)
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4.1.Greedy Strategy Concept
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4.2.Activity Selection Problem
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4.3.Huffman Coding
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4.4.Fractional Knapsack Problem
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4.5.Comparison with Dynamic Programming
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4.1.Greedy Strategy Concept
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4.2.Activity Selection Problem
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4.3.Huffman Coding
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4.4.Fractional Knapsack Problem
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4.5.Comparison with Dynamic Programming
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5.1.Memoization and Tabulation
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5.2.Fibonacci, Factorial, Subset Sum
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5.3.0/1 Knapsack Problem
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5.4.Coin Change Problem
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5.1.Memoization and Tabulation
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5.2.Fibonacci, Factorial, Subset Sum
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5.3.0/1 Knapsack Problem
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5.4.Coin Change Problem
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6.1.Longest Common Subsequence (LCS)
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6.2.Longest Increasing Subsequence (LIS)
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6.3.Matrix Chain Multiplication
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6.4.Rod Cutting Problem
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6.1.Longest Common Subsequence (LCS)
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6.2.Longest Increasing Subsequence (LIS)
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6.3.Matrix Chain Multiplication
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6.4.Rod Cutting Problem
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7.1.Palindrome Partitioning
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7.2.Edit Distance
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7.3.Subset Partitioning
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7.4.Boolean Parenthesization
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7.1.Palindrome Partitioning
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7.2.Edit Distance
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7.3.Subset Partitioning
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7.4.Boolean Parenthesization
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8.1.Linear Search
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8.2.Binary Search
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8.3.Interpolation Search
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8.4.Exponential Search
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8.5.Ternary Search
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8.1.Linear Search
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8.2.Binary Search
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8.3.Interpolation Search
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8.4.Exponential Search
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8.5.Ternary Search
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9.1.Bubble Sort, Insertion Sort, Selection Sort
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9.2.Stability and Time Complexity Analysis
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9.1.Bubble Sort, Insertion Sort, Selection Sort
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9.2.Stability and Time Complexity Analysis
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10.1.Heap Sort
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10.2.Counting Sort, Radix Sort, Bucket Sort
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10.1.Heap Sort
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10.2.Counting Sort, Radix Sort, Bucket Sort
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11.1.Graph Representations
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11.2.BFS, DFS (Recursive and Iterative)
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11.3.Connected Components
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11.4.Graph Traversal Applications
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11.1.Graph Representations
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11.2.BFS, DFS (Recursive and Iterative)
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11.3.Connected Components
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11.4.Graph Traversal Applications
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12.1.Topological Sort
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12.2.Cycle Detection (Directed and Undirected)
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12.3.Bipartite Graph Check
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12.1.Topological Sort
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12.2.Cycle Detection (Directed and Undirected)
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12.3.Bipartite Graph Check
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13.1.Kruskal's Algorithm
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13.2.Prim's Algorithm
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13.3.Union-Find Data Structure
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13.4.Disjoint Set Union (DSU)
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13.1.Kruskal's Algorithm
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13.2.Prim's Algorithm
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13.3.Union-Find Data Structure
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13.4.Disjoint Set Union (DSU)
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14.1.Dijkstra's Algorithm
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14.2.Bellman-Ford Algorithm
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14.3.Floyd-Warshall Algorithm
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14.4.0-1 BFS
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14.1.Dijkstra's Algorithm
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14.2.Bellman-Ford Algorithm
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14.3.Floyd-Warshall Algorithm
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14.4.0-1 BFS
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15.1.Articulation Points and Bridges
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15.2.Strongly Connected Components (Kosaraju’s Algorithm)
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15.3.Tarjan’s Algorithm
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15.1.Articulation Points and Bridges
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15.2.Strongly Connected Components (Kosaraju’s Algorithm)
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15.3.Tarjan’s Algorithm
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16.1.Bitwise Operators
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16.2.Bitmasking Problems
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16.3.Subset Generation Using Bits
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16.4.XOR Properties in Algorithms
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16.1.Bitwise Operators
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16.2.Bitmasking Problems
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16.3.Subset Generation Using Bits
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16.4.XOR Properties in Algorithms
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17.1.Sieve of Eratosthenes
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17.2.GCD and LCM (Euclidean Algorithm)
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17.3.Modular Arithmetic and Exponentiation
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17.4.Prime Factorization
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17.1.Sieve of Eratosthenes
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17.2.GCD and LCM (Euclidean Algorithm)
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17.3.Modular Arithmetic and Exponentiation
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17.4.Prime Factorization
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18.1.Fixed-size and Variable-size Sliding Window
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18.2.Two-pointer Applications in Arrays and Strings
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18.3.Real-World Problems
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18.1.Fixed-size and Variable-size Sliding Window
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18.2.Two-pointer Applications in Arrays and Strings
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18.3.Real-World Problems
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19.1.Building a Trie
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19.2.Word Search and Autocomplete
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19.3.Prefix Matching and Counting
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19.4.Advanced Trie Use Cases
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19.1.Building a Trie
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19.2.Word Search and Autocomplete
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19.3.Prefix Matching and Counting
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19.4.Advanced Trie Use Cases
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20.1.Mixed Set of Algorithmic Problems
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20.2.Real-life Applications
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20.3.Timed Assessments and Optimization
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20.4.Final Presentation
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20.1.Mixed Set of Algorithmic Problems
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20.2.Real-life Applications
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20.3.Timed Assessments and Optimization
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20.4.Final Presentation
Benefits
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