🚀 Day 18 of #30DaysDSAChallenge 🚀 Today's problem: Sort Colors This solution efficiently sorts an array containing three distinct values (0, 1, and 2) in a single pass. By using a three-pointer technique—start, mid, and end—the algorithm rearranges the elements such that all 0s come before 1s, and all 1s come before 2s. This approach avoids extra space and maintains linear time complexity, ensuring the array is sorted with optimal efficiency.
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📢 Day 65 of #75daysdsachallenge 🚀 Problem: Quick Sort is a Divide and Conquer algorithm. It picks an element as a pivot and partitions the given array around the picked pivot. Given an array arr[], its starting position is low (the index of the array) and its ending position is high(the index of the array). Solution:
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Ever wonder how folks are able to efficiently run their simulations so darn quickly, especially compared to you? Well, first question you should be whether you are stuck in serial land or not. R is natively single threaded, meaning a single process is running and only one thing can happen at a time. If your code that you are looping over can be written to be completely isolated and each iteration does not depend on external information, you have the potential to really speed things up using parallel processing! This week's TidyX episode injects some serious speed with parallel processing using the {snowfall} package. ❄️ We revisit nested for loops for simulation from TidyX Episode 144, but this time, we'll supercharge them to run across multiple cores. ⚡ Join us to learn how to break free from slow, serial simulations, leverage the power of snowfall, and finally combine and analyze simulation outputs for deeper insights. #TidyTuesday #DataScience #Simulation #Parallelization #TidyX bit.ly/TidyX_Ep182
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🚀 Day 27/30 of my #30DaysDSA Challenge! 🚀 Today's topic: Peak Index in a Mountain Array 🔍🏔️ Explored the Mountain Array structure, where elements increase to a peak and then decrease. Solved the Peak Index in Mountain Array problem using Binary Search, achieving an efficient O(log n) time complexity. Key learnings included: Understanding the importance of midpoint calculations and dynamic search space adjustments based on comparisons between arr[mid] and arr[mid + 1]. How to identify the peak index by focusing on the direction of the slope (left or right of mid). Recognizing edge cases, such as single peaks at the boundaries or arrays with multiple potential peaks. Implemented and tested the solution across various input sizes and edge cases to solidify my understanding. Binary Search proves once again to be a versatile and powerful tool for problem-solving! 🌟 Follow along as I approach the final stretch of this journey. 💻 #CodingJourney #DSAChallenge #Day26
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🚀 100 Days - 100+ Questions Challenge | Day 25 🚀 Problem 37 :- 🔁 Cycle Detection in Linked List: Today’s problem was about determining if a linked list contains a cycle. A cycle exists if a node in the list is revisited while traversing through it. 📌 Approach: I utilized the Floyd’s Cycle Detection Algorithm (Tortoise and Hare) to solve this efficiently in O(n) time with O(1) space. The idea is simple: use two pointers moving at different speeds—if they meet, a cycle is present; otherwise, there is none. 🐢🐇 Solving this enhanced my understanding of pointers and algorithmic efficiency in linked list operations! 💡💻 #100Days100Questions #Day25 #CodingChallenge #LinkedLists #CycleDetection #AlgorithmPractice
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Day 14: Understanding Sliding Window – Optimizing Subarray Problems! 🚀 On Day 14 of my DSA journey, I dived deep into the Sliding Window technique, a powerful and elegant approach for solving subarray-related problems efficiently. 🌟 Key Takeaways from Sliding Window Technique: 1️⃣ What is Sliding Window? It is a method used to find solutions to problems involving contiguous subarrays or subsequences. The goal is to maintain a window that slides over the data, expanding or shrinking dynamically to meet the problem's constraints. 2️⃣ How Does It Work? Start with a fixed-size window or a dynamic-size window based on the problem. Use two pointers to define the window boundaries. Adjust the pointers as needed while maintaining the desired condition or calculating results. 3️⃣ Key Advantages: Efficient: Reduces time complexity from O(n²) (nested loops) to O(n). Versatile: Works for finding sums, products, or unique elements in subarrays. 4️⃣ Problems Solved Today: Maximum Sum Subarray of Size K: Find the maximum sum of any subarray of length K. Smallest Subarray with Sum ≥ S: Identify the smallest subarray whose sum is greater than or equal to a target value. Longest Substring Without Repeating Characters: Determine the length of the longest substring without duplicate characters. 5️⃣ Core Steps for Sliding Window: Initialization: Start with two pointers (left and right) and required variables like sum or frequency. Expand the Window: Move the right pointer to include more elements. Shrink the Window: If constraints are violated, move the left pointer to restore conditions. Reflection: The Sliding Window technique has been a revelation! It’s incredible how a structured approach can make solving subarray problems so intuitive and efficient. I’m excited to explore more advanced variations like the two-pointer sliding window in upcoming days. What’s Next? Tackling variations of sliding window problems. Exploring its applications in string manipulation and interval merging. 💡 Fun Fact: The Sliding Window technique is often used in real-world applications like network packet analysis, streaming data processing, and even optimizing video game performance! 🔗 Let me know your favorite sliding window problems in the comments below. 😊 #DSA #Day14 #SlidingWindow #Algorithms #ProblemSolving #DataStructuresAndAlgorithms
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Is the reality we live in deterministic or not? Do we have free choice? Or can our future be compressed into a complex equation with countless variables? Conway's Game of Life is perhaps the simplest example of a non-deterministic system. It allows us to study how non-deterministic systems work. I simulated it with Qlik as a fun exercise because I love to see how chaos slowly degrades into order. I thought you might like it too. You can load the code for free like this: //Load the Conway Algo $(Include=https://lnkd.in/dmVJg2pt); //Run GameOfLife Call ConwaysGameOfLife(50, 100); Check the repo instructions for more details.
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💡 Square Numbers Ending in 5—Faster Than a Calculator! Ever wondered how to quickly square numbers ending in 5? Here’s the secret: 1️⃣ Drop the 5. Keep the first digit(s). Example: For 35, keep 3. 2️⃣ Multiply it by the next higher number. 3 × 4 = 12. 3️⃣ Add 25 to the result. 35² = 1225. ✨ Example Magic: 45² → Drop 5 (keep 4) → Multiply: 4 × 5 = 20 → Add 25 → 2025 Use this trick and impress everyone—math made magical! 🌟
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🛝 Introducing a reimagined prompt playground 🛝 A prompt playground offers a UI to experiment with prompt templates, input variables, LLM models and LLM parameters. This demo explores Arize’s new prompt playground, covering prompt optimization – including leveraging Arize Copilot – and running optimized prompts on datasets.
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🌐🔍 Riddle Time! 🔍🌐 Let's get those brains buzzing! Can you solve this riddle? 🤔 Think you know the answer? Comment below and share this post to test your friends! Let's see who can crack the code! 💡🔑 #RiddleMeThis #BrainTeaser #DigitalMystery #ChallengeAccepted #TechRiddles #SolveIt #DigitalWorld #CodeGuardians
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Blog Post: A Deep Dive into Model2Vec on Hugging Face Hub! 🤗 We’ve just published an in-depth article on the Hugging Face blog, exploring everything about Model2Vec. If you’re curious about: - What’s happening under the hood - Experiments we tried - What worked (and what didn’t) - Plus, a healthy dose of Zelda references This might be the perfect Monday morning read for you! Check out the link in the comments👇
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