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https://github.com/shoaib1522/discrete-structures
This is the proper channel and a repository for all of you to learn Discrete Structures to understand the basic concepts of Mathematics in Computer Science.
https://github.com/shoaib1522/discrete-structures
algorithms combinations gates graph predicates probability set statistics theory
Last synced: 12 days ago
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This is the proper channel and a repository for all of you to learn Discrete Structures to understand the basic concepts of Mathematics in Computer Science.
- Host: GitHub
- URL: https://github.com/shoaib1522/discrete-structures
- Owner: shoaib1522
- License: mit
- Created: 2024-10-23T18:19:04.000Z (2 months ago)
- Default Branch: main
- Last Pushed: 2024-10-23T18:31:48.000Z (2 months ago)
- Last Synced: 2024-10-24T03:59:12.965Z (2 months ago)
- Topics: algorithms, combinations, gates, graph, predicates, probability, set, statistics, theory
- Language: Jupyter Notebook
- Homepage:
- Size: 64.1 MB
- Stars: 0
- Watchers: 1
- Forks: 0
- Open Issues: 0
-
Metadata Files:
- Readme: README.md
- License: LICENSE
Awesome Lists containing this project
README
## Discrete Structures
Welcome to the **Discrete Structures** repository! This repository contains a curated collection of materials related to the study of Discrete Mathematics, including lecture notes, lab notebooks, and solution manuals. The aim is to provide comprehensive resources that enhance understanding and application of discrete mathematical concepts.
## Table of Contents
1. [Course Overview](#course-overview)
2. [Repository Structure](#repository-structure)
3. [Lecture Notes](#lecture-notes)
4. [Lab Notebooks](#lab-notebooks)
5. [Solution Manuals](#solution-manuals)
6. [Getting Started](#getting-started)
7. [Contributing](#contributing)
8. [License](#license)
9. [Contact](#contact)
## Course Overview
Discrete Mathematics is a fundamental area of mathematics that deals with discrete elements and is vital for various fields such as computer science, cryptography, and combinatorics. This course covers various topics including:
- Logic
- Set Theory
- Combinatorics
- Graph Theory
- Algorithms
The resources in this repository aim to provide a solid foundation in these areas.
## Repository Structure
The repository is organized as follows:
```
Discrete-Structures/
├── Before Mid/
│ ├── Lecture 9-Predicates and Quantifiers.pdf
│ ├── lec14.pdf
│ ├── lec15.pdf
│ ├── lec16.pdf
│ ├── lec17.pdf
│ └── lec18.pdf
├── After Mid/
│ ├── Lab 1_Permutations_Combinations.ipynb
│ ├── 1.pdf
│ ├── 2.pdf
│ ├── 3.pdf
│ ├── 4.pdf
│ ├── 5.pdf
│ ├── 6.pdf
│ ├── 7.pdf
│ ├── 8.pdf
│ └── 9.pdf
├── Main book/
│ ├── 7th-Discrete mathematics and its applications.pdf
│ ├── Solution_Manual_ofDiscrete_Mathematics_a.pdf
│ ├── Solutions20Manual20even20for20Discrete20Mathematics20and20Its20Applications207th20Edition.1581525595.pdf
│ └── Solutions20Manual20odd20for20Discrete20Mathematics20and20Its20Applications207th20Edition.2110235314.pdf
├── .gitignore
├── LICENSE
└── README.md
```
## Lecture Notes
The **Before Mid** folder contains crucial lecture notes that cover key concepts in Discrete Mathematics, including:
- **Lecture 9:** Predicates and Quantifiers
- **Lecture 14:** Introduction to Graph Theory
- **Lecture 15:** Combinatorics
- **Lecture 16:** Recursion
- **Lecture 17:** Algorithms and Complexity
- **Lecture 18:** Mathematical Induction
These materials are designed to reinforce concepts and enhance your understanding of the subject matter.
## Lab Notebooks
The **After Mid** folder features interactive Jupyter notebooks that provide hands-on practice on essential topics:
- **Lab 1:** Permutations and Combinations
These labs are designed to offer practical experience in applying discrete mathematics concepts.
## Solution Manuals
In the **Main book** folder, you will find key resources, including:
- **7th Edition Discrete Mathematics Textbook:** A comprehensive guide on various aspects of Discrete Mathematics.
- **Solution Manuals:** Detailed solutions for both even and odd exercises from the textbook, which are invaluable for self-study and exam preparation.
## Getting Started
To get started with the contents of this repository, follow these steps:
1. **Clone the Repository**:
```bash
git clone https://github.com/shoaib1522/Discrete-Structures.git
```
2. **Navigate to the Directory**:
```bash
cd Discrete-Structures
```
3. **Run Jupyter Notebooks for Labs**:
Ensure you have Jupyter installed, then execute:
```bash
jupyter notebook Lab 1_Permutations_Combinations.ipynb
```
4. **Explore Lecture Notes and Solution Manuals** for a deeper understanding of Discrete Mathematics concepts.
## Contributing
Contributions are welcomed and appreciated! To contribute, please follow these steps:
1. Fork the repository.
2. Create a new branch for your feature or fix:
```bash
git checkout -b feature-name
```
3. Make your changes and commit them:
```bash
git commit -m "Add some feature"
```
4. Push to your fork:
```bash
git push origin feature-name
```
5. Create a new Pull Request.
Your contributions will help enhance this repository and support fellow learners!
## License
This project is licensed under the MIT License - see the [LICENSE](LICENSE) file for details.