
This course includes our updated coding exercises so you can practice your skills as you learn.
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Master asymptotic analysis and big o notation to see how time complexity grows with input size, neglect constants, and compare algorithms using O(1), O(log n), O(n), O(n log n), O(n^2).
Master the brute force approach to square each element of a sorted array, then sort the results, achieving O(n log n) time and O(n) space.
Use the sorted input and a two-pointer approach to square extremes and fill a new array from the end, achieving O(n) time and O(n) space.
Determine if an array is monotonic by evaluating non increasing and non decreasing patterns, analyzing three cases, and reporting time complexity O(n) and space complexity O(1).
Develop a monotonic array checker by comparing first and last elements, then scanning adjacent pairs to confirm increasing or decreasing order, while treating an empty array as monotonic.
Analyze the time and space complexity of recursive solutions by counting nodes in the recursion tree and multiplying by per-node work, and assess stack usage via maximum depth.
Analyze the time and space complexity of the Josephus problem's second approach, showing each call does constant work and the recursion stack yields O(n) space.
Code the iterative approach for the Josephus problem in Python, converting the recursive solution to a loop with k, handling cases, and computing the survivor via modulo and plus one.
Celebrate milestones as you practice recursion and problem solving, reinforcing skills that edge you closer to acing tough interview questions.
Learn how to solve the Tower of Hanoi with recursion by analyzing one, two, and three-disk cases, then generalizing to n disks through a smaller-disk subproblem, largest-disk move, and recursion.
Analyze the Tower of Hanoi algorithm's time and space complexity, showing that space is O(n) due to the recursion stack and time is O(2^n) from the recurrence t(n)=2 t(n-1)+1.
Explore a Python implementation of the power sum function, traversing arrays and nested lists recursively to accumulate sums and handle powers; learn about time complexity O(n) and space complexity O(d).
Evaluate the time and space complexity of generating all permutations. Show that recursion yields space complexity O(n), while producing n! permutations drives time complexity to O(n * n!).
Write a Python backtracking solution for permutations with duplicates by pruning repeated branches using a hash map, swapping elements, and storing unique results in a list via a helper function.
Explore complexity analysis for permutations with duplicates, showing why time is n multiplied by n factorial and space equals n due to the recursion stack.
Learn how to generate all subsets (power set) of an array, using recursive backtracking and an iterative approach, with two to the power n possibilities for each element.
Learn how to generate all unique subsets from an array that may contain duplicates, ensuring no duplicates in the power set, with the sample input 1, 2, 2.
Analyze the time and space complexity of the subset generation approach, showing worst-case time O(n 2^n) and space O(n) due to recursion, with sorting contributing O(n log n) but ignored.
Apply a backtracking recursive approach to generate all k-combinations from 1 to n using two pointers i and j, building sequences and backtracking to explore all options.
Code a Python backtracking solution to generate all combinations of size k from 1 to n, using a helper function, a current list, and a results list.
Explore a backtracking approach to find all combinations of candidate numbers that sum to a target, using recursion, pruning, unlimited repetitions, and starting from the current index to avoid duplicates.
Analyze the space and time complexity of the combination approach by examining the recursion tree, depth t/m, pruning when sums reach or exceed T, given n candidates and M.
derive upper bound on number of nodes in a recursive k-ary tree with a geometric progression, showing nodes grow as k^(height+1) and informing space time complexity for combination sum one.
Implement a recursive backtracking solution for combination sum one using a helper with start index, current combination, and sum included; explore candidates and backtrack to build all target-summing combinations.
Master the differences between combination sum one and two, use each candidate at most once, prune duplicate combinations with a hash map, and sort the input to ensure unique results.
Implement combination sum II with backtracking: sort candidates, use a recursive helper with index and current sum, prune when sum exceeds target, skip duplicates, and collect all valid combinations.
Master sudoku backtracking pseudocode: identify the next empty cell, try 1–9 with validity checks, prune on failure, backtrack, and stop when the board is solved.
Solve the hard N-queens puzzle with backtracking, placing n queens on an n by n board so none attack, and return all distinct solutions, illustrated with n=4.
Solve the n queens problem on an n by n board with backtracking, placing one queen per row, checking column and diagonal conflicts, pruning branches, and generating all valid solutions.
Learn to solve the n-queens problem in Python using recursive backtracking, placing queens on an n-by-n board with is_valid checks and board-to-string conversion.
Master dynamic programming by recognizing patterns and variations across interview questions, focusing on patterns like Fibonacci, knapsack, longest common subsequence, and Kadane's algorithm to tackle new problems.
Develop dynamic programming expertise by first solving recursively, then memoizing (top-down), and finally constructing a bottom-up tabulation with space optimization.
Master the Fibonacci sequence from zero and one, and implement a function to compute f(n) using f(n-1)+f(n-2); explore multiple solutions and their time and space complexity.
Demonstrates a recursive Python solution for computing Fibonacci numbers, detailing base cases, f(n-1) and f(n-2) calls, and analyzes time complexity O(2^n) and space complexity O(n).
Learn the memoization (top-down) approach to Fibonacci by turning recursion into stored results using a hash table, enabling constant-time lookups and faster computation.
Learn how memoization speeds up Fibonacci calculations by storing computed values in a hash table and avoiding redundant recursion, with time and space complexity O(n).
Apply the tabulation (bottom-up) approach to Fibonacci by building a one dimensional table with base cases f(0)=0 and f(1)=1, filling up to f(5)=5 and relating it to recursion.
Solve the climbing stairs problem by modeling it as a dynamic programming task, recognizing overlapping subproblems and a Fibonacci pattern to count distinct ways, an easy coding interview question.
Looking for the best data structures and algorithms Python course? This structured DSA course is designed for anyone preparing for LEETCODE challenges and technical coding interviews. With 117 hands-on coding exercises spread across 50 structured days, you'll master every essential data structure in Python and algorithm needed to ace your next interview.
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About the Course:
Welcome to the Data Structures and Algorithms Coding Interview Bootcamp with Python!
The primary goal of this course is to prepare you for coding interviews at top tech companies. By tackling one problem at a time and understanding its solution, you'll accumulate a variety of tools and techniques for conquering any coding interview.
Daily Data Structures and Algorithms Coding Challenges:
The course is structured around daily coding challenges. Consistent practice will equip you with the skills required to ace coding interviews. For the next 40 days commit to yourself to practice atleast 2 coding interview questions everyday. You don't need any setup for this as the daily coding problem challenges can be solved in the coding environment provided by Udemy. The course will automatically track your progress and you just need to spend your time making actual progress everyday.
Topics Covered:
We start from the basics with Big O analysis, then move on to very important algorithmic techniques such as Recursion, Backtracking and Dynamic Programming Patters. After this we move to cover common data structures, and discuss real problems asked in interviews at tech giants such as Google, Meta, Amazon, Netflix, Apple, and Microsoft.
For each question, we will:
Discuss the optimal approach
Explain time and space complexity
Code the solution in Python (you can follow along in your preferred language)
Additional Resources :
The course includes downloadable resources, motivational trackers, and cheat sheets.
Course Outline:
Day 1: Arrays, Big O, Sorted Squared Array, Monotonic Array
Day 2:Recursion,k-th symbol in Grammar,Josephus problem
Day 3:Recursion, Tower of Hanoi, Power Sum
Day 4:Backtracking, Permutations, Permutations 2
Day 5:Backtracking, Subsets, Subsets 2
Day 6:Backtracking, Combinations, Combinations Sum 1
Day 7:Backtracking,Combinations Sum 2,Combinations Sum 3
Day 8:Backtracking,Sudoku Solver, N Queens
Day 9:Dynamic Programming, Fibonacci, Climbing Stairs
Day 10:Dynamic Programming, Min Cost Climbing Stairs, Tribonacci
Day 11:Dynamic Programming, 01 Knapsack, Unbounded Knapsack
Day 12:Dynamic Programming, Target Sum, Partition Equal Subset Sum
Day 13:Dynamic Programming, LCS, Edit Distance
Day 14:Dynamic Programming, LIS, Max Length of Pair Chain, Russian Doll Envelopes
Day 15:Dynamic Programming, Palindromic Substrings, Longest Palindromic Substring, Longest Palindromic Subsequence
Day 16:Dynamic Programming, Palindrome Partitioning, Palindrome Partitioning 2
Day 17:Dynamic Programming, Word Break, Matrix Chain Multiplication
Day 18:Dynamic Programming, Kadane's algorithm - Max Subarray, Maximum Product Subarray
Day 19:Greedy Algorithms - Fractional Knpasack, Non overlapping Intervals
Day 20:Greedy Algorithms - Jump Game 1, Minimum # of arrows to burst baloons
Day 21:Greedy Algorithms - Two City Scheduling, Boats to Save people
Day 22:Greedy Algorithms - Task Scheduler, Largest Number
Day 23:Greedy Algorithms - Gas Stations, Jump Game 2
Day 24: Arrays, Rotate Array, Container with Most Water
Day 25: Hash Tables, Two Sum, Isomorphic Strings
Day 26: Strings, Non-Repeating Character, Palindrome
Day 27: Strings, Longest Unique Substring, Group Anagrams
Day 28: Searching, Binary Search, Search in Rotated Sorted Array
Day 29: Searching, Find First and Last Position, Search in 2D Array
Day 30: Sorting, Bubble Sort, Insertion Sort
Day 31: Sorting, Selection Sort, Merge Sort
Day 32: Sorting, Quick Sort, Radix Sort
Day 33: Singly Linked Lists, Construct SLL, Delete Duplicates
Day 34: Singly Linked Lists, Reverse SLL, Cycle Detection
Day 35: Singly Linked Lists, Find Duplicate, Add 2 Numbers
Day 36: Doubly Linked Lists, DLL Remove Insert, DLL Remove All
Day 37: Stacks, Construct Stack, Reverse Polish Notation
Day 38: Queues, Construct Queue, Implement Queue with Stack
Day 39: Binary Trees, Construct BST, Traversal Techniques
Day 40: Pre order and In order Traversal of Binary Tree - Iterative
Day 41: Post Order Traversal Iterative, Path Sum 2
Day 42: Construct Binary Tree from Pre and In order Traversal ^ In and Post order Traversal
Day 43: Binary Trees, Level Order Traversal, Left/Right View
Day 44: Level order Trav 2, ZigZag Traversal
Day 45: Vertical order Traversal, Sum root to leaf numbers
Day 46: Binary Trees, Invert Tree, Diameter of Tree
Day 47: Binary Trees, Convert Sorted Array to BST, Validate BST
Day 48: Lowest common Ancestor of BST, Unique BST 2
Day 49: Lowest common Ancestor of Binary Tree, Unique BST 1
Day 50: Serialize and Deserialize Binary Tree, N-ary Tree Level Order Traversal
Day 51: Heaps, Max Heap, Min Priority Queue
Day 52: Graphs, BFS, DFS
Day 53: Graphs, Number of Connected Components, Topological Sort
Day 54: Number of Provinces, Find if path exists in Graph
Day 55: Number of Islands, Numbers with same consecutive differences
My confidence in your satisfaction with this course is so high that we offer a complete money-back guarantee for 30 days! Thus, it's a totally risk-free opportunity. Register today, facing ZERO risk and standing to gain EVERYTHING.
So what are you waiting for? Join the best Python Data Structures & Algorithms Bootcamp on Udemy.
I'm eager to see you in the course.
Let's kick things off! :-)
Jackson