Assignments from Gebze Technical University Computer Science Depertmant
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Updated
Jun 26, 2023 - C
Assignments from Gebze Technical University Computer Science Depertmant
BTECH Courses semwise
📠 Студенческий практикум МГТУ им. Н. Э. Баумана по обработке и визуализации графов
A library of fundamental algorithms and data structures written in C
Relations is a Discrete Mathematics application that determines the definition and classification of a relation between sets.
This Repository consists of a Program Code in C Language as described by our curriculum in the B.Tech Programme in the domain of Computer Science and Engineering. This repo consists of programs that can run on IDEs and some will run on Maple Software as mw worksheet.
Algebra of Sets is a Discrete Mathematics application that implements the basic operations related to sets.
Uniquely identifying points in n-dimensional space
Hi there, this is a mini-project for discrete math course 📐.
Notes and lab work of SY Electronics and Computer Engineering (KJSCE).
algorithms and data structures course in BSTU named after V.G. Shukhov on C
A program which solves a system of congruences using the chinese remainder theorem.
B.Tech CSE @ NITC
A repository containing the source code for the Graph Network Assignment given as a part of the Discrete Mathematics and Logic course (UE18CS205) at PES University. The objective of the assignment was to profile a graph and verify certain properties.
Programming Assignment for CS F222: Discrete Structures for Computer Science in BITS Pilani, Pilani Campus (Fall '21)
Generate An Undirected Graph Represented by Adjacency Matrix
This repository contains a C implementation of the Huffman coding algorithm, which is an efficient method for lossless data compression. The code constructs a Huffman tree based on the frequency of characters in a given message and generates a unique binary code for each character, minimizing the overall space required to store the message.
This is a project which visualizes the various properties of Relations in Discrete Mathematics.
Shows step-by-step the GCD(Greatest Common Divisor) of two numbers using the matrix method
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