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Simon Iyamu Perisanidis's Projects

2d-convex-hull icon 2d-convex-hull

Gift Wrap and Incremental Algorithm for the calculation of convex hull. Also, algorithm that finds the lattice points of a circle.

arcade-rpg icon arcade-rpg

A simulation of an RPG(role playing game) written in C++.

auto-directory-backup icon auto-directory-backup

This application monitors dynamically a hierarchy of files and directories, and when there are changes, it updates a complete copy of the hierarchy in another directory.

geometric-deep-learning icon geometric-deep-learning

📐 Graph Node Classification using PyTorch Geometric on the "Amazon Computers" dataset + Presentation slides

harbour-simulation icon harbour-simulation

The goal of this project was to create independent programs that are able to run simultaneously and simulate the operations of a port.

hash-code-2019 icon hash-code-2019

A solution to the Google Hash Code 2019 online qualification round's problem.

multi-graph-implementation-using-avl-tree icon multi-graph-implementation-using-avl-tree

Implementing a directed multi-graph using an adjacency AVL Tree. Each TreeNode represents a vertex of the graph, and each TreeNode has a linked list in order to represent the edges of the graph.

prim-jarnik icon prim-jarnik

Implementation of Prim-Jarknik's algorithm to find the minimum spanning tree of an undirected graph.

remy-your-cooking-voice-assistant icon remy-your-cooking-voice-assistant

An mobile-friendly web app that assists your cooking by guiding you through your recipe using voice. This app was built during HackZurich 2023 within 24h.

transportation-graph icon transportation-graph

Implements a transportation system with a graph. Also, finds a path bewteen two desired stations.

twitter-sentiment-analysis icon twitter-sentiment-analysis

👍🏻 👎🏻 Applying data analysis and comparing machine learning algorithms in their efficiency in predicting the sentiment(positive/negative/neutral) of tweets.

weighted-job-scheduling icon weighted-job-scheduling

The problem of Weighted Job Scheduling considers a set of jobs. Each job has a start time, a finish time and a profit. The goal is to find a subset of jobs with the maximum profit such that no two jobs in the subset overlap. My solution uses Dynamic Programming.

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