- Introduction
- Python Fundamentals
- Data Structures
- LeetCode Exercises
- Interview Preparation
- Additional Resources
This lesson plan covers the fundamental concepts of Python programming, essential data structures, and algorithmic problem-solving techniques. The curriculum is designed for full-blown understanding and interview preparation, aiming to provide learners with the knowledge and skills needed to succeed in technical interviews.
- Primitive Data Types: Integers, floats, booleans, and strings.
- Collections: Lists, tuples, sets, and dictionaries.
- Type Conversion: Converting between different data types using
int(),float(),str(), etc.
- Variables: Assigning values to variables using the
=operator. - Arithmetic Operators:
+,-,*,/,//,%,**. - Comparison Operators:
==,!=,>,<,>=,<=. - Logical Operators:
and,or,not.
- Conditional Statements:
if,elif, andelse. - Loops:
- For Loops: Iterating over a range or collection.
- While Loops: Executing code while a condition is
True.
- Loop Control: Using
break,continue, andpass.
- Defining Functions: Using the
defkeyword. - Arguments and Return Values: Passing parameters and returning results.
- Lambda Functions: Creating anonymous functions with
lambda. - Higher-Order Functions: Functions that accept other functions as arguments (
map,filter,reduce).
- Classes and Objects: Defining classes and creating instances.
- Attributes and Methods: Adding data and functionality to classes.
- Inheritance: Extending classes to create specialized versions.
- Encapsulation and Abstraction: Managing access to data and simplifying complex systems.
- Polymorphism: Using methods interchangeably between different classes.
- Importing Modules: Using built-in and external modules.
- Creating Custom Modules: Organizing code into reusable modules.
- Virtual Environments: Managing dependencies with
venvorvirtualenv. - Package Managers: Installing packages using
pip.
- Arrays: Fixed-size data structures for storing elements of the same type.
- Lists: Dynamic arrays in Python, allowing different data types and variable sizes.
- Basic Operations: Indexing, slicing, appending, inserting, and removing elements.
- Singly Linked Lists: Nodes connected in one direction.
- Operations: Insertion, deletion, traversal, and searching.
- Bidirectional Links: Nodes have pointers to both previous and next nodes, allowing traversal in both directions.
- Use Cases: Commonly used in navigation systems, undo/redo functionalities, and applications that require bidirectional traversal.
- LIFO Principle (Last In, First Out): Data is accessed in reverse order of insertion; the last element added is the first to be removed.
- Operations: Includes
push(add item),pop(remove item), andpeek(view top item). - Use Cases: Utilized in scenarios like function call stacks, expression parsing, and undo operations in text editors.
- FIFO Principle (First In, First Out): Data is accessed in the same order as insertion; the first element added is the first to be removed.
- Operations: Includes
enqueue(add item),dequeue(remove item), andpeek(view front item). - Use Cases: Ideal for task scheduling, message processing, and implementing buffers.
- Vertices and Edges: Graphs consist of nodes (vertices) connected by edges, which may be directed or undirected.
- Graph Types: Can be classified as directed, undirected, weighted (edges have weights), or unweighted.
- Traversal Algorithms:
- Breadth-First Search (BFS): Explores all neighbors at the present depth before moving deeper.
- Depth-First Search (DFS): Explores as far as possible along a branch before backtracking.
- Use Cases: Widely used in network routing, social networks, search engines, and map-based applications.
- Heap Property: In a max heap, the parent node is always larger than the children, while in a min heap, the parent node is smaller.
- Common Operations: Insertion, extraction of the max/min element, and heapify operations to maintain the heap structure.
- Use Cases: Ideal for implementing priority queues, scheduling algorithms, and algorithms like Dijkstra's for finding the shortest path.