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Word Search in Maze using Depth First Search (with python code and step by step code execution walkthrough)

  1. Introduction In this blog, we will explain how to solve the word search problem in a maze using Depth First Search (DFS) algorithm. We will use a 3x3 maze and search for the word 'the' in the maze. The word 'the' is located in the second row of the maze. 2. Algorithm Explanation The DFS algorithm is used to explore all possible paths in the maze to find the target word. We start from each cell in the maze and recursively explore its neighbors to find the word. 2.1 Steps of the Algorithm Start from each cell in the maze. Check if the current cell matches the current character of the word. Mark the current cell as visited. Recursively explore the neighboring cells (up, down, left, right). Unmark the current cell and backtrack if the word is not found. Return true if the word is found, otherwise return false. 3. Python Code def dfs(maze, word, i, j, index): if index == len(word): return True if i < 0 or i >= len(maze) or j < 0 or j >= len(...

Finding Free Slots in Two People's Calendar (with python code and step by step code execution walkthrough)

1. Sorted Merge of Two Lists of Numbers 1.1 Algorithm Explanation The sorted merge algorithm takes two sorted lists of numbers and merges them into a single sorted list. We use two pointers to keep track of the current element in each list and compare the elements to determine the order in the merged list. 1.2 Python Code def merge_sorted_lists(list1, list2): merged_list = [] i, j = 0, 0 while i < len(list1) and j < len(list2): if list1[i] < list2[j]: merged_list.append(list1[i]) i += 1 else: merged_list.append(list2[j]) j += 1 while i < len(list1): merged_list.append(list1[i]) i += 1 while j < len(list2): merged_list.append(list2[j]) j += 1 return merged_list 1.3 Example Lists: List 1: [1, 3, 5] List 2: [2, 4, 6] Merged List: merged_list = merge_sorted_lists([1, 3, 5], [2, 4, 6]) print(merge...

Understanding the grep Command in Linux for beginners (with examples)

 Understanding the grep Command in Linux The grep command in Linux is used for searching text using patterns. It stands for "Global Regular Expression Print". grep is a powerful utility that allows you to search for specific patterns within files and directories. Below, we will discuss some of the most important and frequently used grep commands with examples. 1. Basic grep Usage 1.1 grep in a Single File To search for a pattern in a single file, use the following syntax: grep "pattern" filename Example : grep "hello" example.txt This command searches for the word "hello" in the file example.txt and prints the lines containing it. 2. Case Insensitive grep 2.1 Using -i Option The -i option makes the search case insensitive. grep -i "pattern" filename Example : grep -i "hello" example.txt This command searches for "hello", ...

Printing organization hierarchy in PLSQL for beginners (with step by step code execution walkthrough)

  Understanding PL/SQL Code to Print Organization Hierarchy Introduction In this blog post, we will learn how to create and execute a PL/SQL function to print the organization hierarchy in an employee table. This example uses a loop to traverse the hierarchy from a given employee up to the CEO. We will break down each step of the code, explain its purpose, and show the values of variables at each iteration. 1. Setting Up the Employee Table Let's start by creating an example employee table with three columns: employee_id , employee_name , and manager_id . We'll insert five employees into this table. CREATE TABLE employee ( employee_id NUMBER PRIMARY KEY, employee_name VARCHAR2(50), manager_id NUMBER ); INSERT INTO employee (employee_id, employee_name, manager_id) VALUES (1, 'Alice', NULL); INSERT INTO employee (employee_id, employee_name, manager_id) VALUES (2, 'Bob', 1); INSERT INTO employee (employee_id,...

Understanding software organization structure for informed career decisions (for freshers)

  Essential Teams in a Software Organization 1. Business Analyst Team Roles and Responsibilities Gathering Requirements: Collecting and documenting software requirements from stakeholders. Analyzing Requirements: Understanding and detailing the requirements to ensure clarity for the development team. Conducting Stakeholder Meetings: Engaging with stakeholders to gather feedback and clarify requirements. Creating Requirement Documents: Producing detailed documentation like Business Requirement Documents (BRD) and Functional Requirement Documents (FRD). Skills Needed Communication Skills: Ability to clearly convey information to stakeholders and team members. Analytical Thinking: Breaking down complex requirements into actionable steps. Documentation Skills: Creating clear and comprehensive requirement documents. Stakeholder Management: Handling various stakeholders' expectations and feedback. Job Titles Business Analyst (BA) Senior Busines...

Handling hierarchical Data using Dictionaries for beginners (with python code)

  Handling Hierarchical Data with Python Dictionaries 1. Introduction to Hierarchical Data Hierarchical data is organized into a tree-like structure with different levels of depth. Each level contains unique objects that are connected to objects in the level above. This type of data is common in various domains, such as organizational structures, file systems, and biological classifications. 2. Example Data We'll create a 5-level hierarchical data structure. The data represents an organizational hierarchy with departments, teams, managers, employees, and tasks. data = { "Department1": { "TeamA": { "Manager1": { "Employee1": { "Task1": "Complete report", "Task2": "Attend meeting" }, "Employee2": { "Task1": "Write...

Recursion examples for Beginners (step by step code execution walkthrough with python code)

  Factorial Explanation and Example Factorial Definition: The factorial of a non-negative integer n is the product of all positive integers less than or equal to n. It can be defined recursively as: factorial(0) = 1 (Base Case) factorial(n) = n * factorial(n-1) (Recursive Case) +----------------------------------+ | factorial(n) | | +---------------------------+ | | Base Case: | | | factorial(0) = 1 | | +---------------------------+ | | Recursive Case: | | | factorial(n) = n * | | | factorial(n-1)| | +---------------------------+ +----------------------------------+ Python Code for Factorial def factorial(n): if n == 0: return 1 else: return n * factorial(n - 1) # Example Usage print(factorial(5...

Correlated subqueries for beginners (step by step walkthrough to find Nth highest salary in sql)

  Correlated Subqueries Let's explore correlated subqueries with the example of finding the 3rd highest salary among 5 employees. A correlated subquery is a subquery that references columns from the outer query. It executes once for each row processed by the outer query. Example Table: Employees ID Name Salary 1 Alice 9000 2 Bob 8000 3 Carol 8500 4 Dave 7000 5 Eve 9500 Query to Find the 3rd Highest Salary SELECT Salary FROM Employees AS E1 WHERE 2 = ( SELECT COUNT(DISTINCT Salary) FROM Employees AS E2 WHERE E2.Salary > E1.Salary ) Step-by-Step Wa...

Data Structures Operations Time Analysis for Beginners (with comparison table)

  Understanding Data Structures Performance Data structures are essential for organizing and managing data efficiently. Let's explore various data structures, their operations, and their performance. 1. Types of Time Complexity Constant Time (O(1)): The operation time is independent of the size of the data structure. This means that the operation will take the same amount of time regardless of the number of elements in the data structure. For example, accessing an element in an array using its index is a constant-time operation. Linear Time (O(n)): The operation time increases linearly with the size of the data structure. This means that the operation time is directly proportional to the number of elements. For example, searching for an element in an unsorted array is a linear-time operation. Logarithmic Time (O(log n)): The operation time increases logarithmically with the size of the data structure. This means that the operation time increases slowly as the ...

Evolution of Large Language Models / ChatGPT (From the cell to the superbrain)

  Evolution of Large Language Models Large language models have undergone significant evolution over the years. This document will explore the journey from the early Perceptron to modern Large Language Models (LLMs) like transformers. Each stage has contributed to building the next stage, leading to advanced capabilities in natural language processing (NLP). 1. Perceptron Introduction: The Perceptron is the simplest form of a neural network and was introduced in 1958. Concept: It consists of a single layer of neurons (nodes) with adjustable weights and a bias. It can classify input data into one of two categories. Technical Building Blocks: Input Layer: Receives input features (X1, X2, ..., Xn). Weighted Sum: Each input is multiplied by a corresponding weight and summed up along with a bias term. Activation Function: A function (e.g., step function) that determines the output based on the weighted sum. +------------------...

Loops for Beginners (with python code)

  Understanding Loops in Python Loops are a fundamental concept in programming that allow us to repeat a block of code multiple times. They are useful for tasks that involve repetitive actions. 1. Main Points About Loops For Loop: Used to iterate over a sequence (such as a list, tuple, dictionary, set, or string) and execute a block of code for each item in the sequence. While Loop: Repeats a block of code as long as a specified condition is true. Break Statement: Exits the loop prematurely if a certain condition is met. Continue Statement: Skips the current iteration and moves to the next iteration of the loop. 2. Creating a Math Table Using a Simple For Loop Let's create a simple math table using a for loop in Python. This example will print the multiplication table for the number 5. Python Code # Multiplication table for number 5 num = 5 for i in range(1, 11): print(num * i) Output ...