Orthodoxos Frangoullis

Japan

@ofrangoullis

Blockchain Developer

Badges

Problem Solving
CPP

Certifications

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Work Experience

  • Soldier

    Cyprus National Guard•  July 2013 - September 2014

    Personal assistant of the Battalion’s Deputy Commander. • Performed foot patrols while using specialized military equipment to watch out for hostile activity. • Achieved a 99% delivery rate of all essential materials to assigned locations with no loss of materials or assets, thus maintaining an • 87% readiness rate on all equipment. • Met high-ranking officers upon arrival at base. • Directed the requisition, transportation, storage, and distribution of consumables among assets in the region. • Protected fellow officers in combat missions using precision and expert tactical training.

Education

  • Soka University

    Computer Information Systems, MS•  April 2019 - March 2021

    Researched on Blockchain and Smart Contracts in Insurance Sector with application in Natural Disasters/ Earthquake Claims. In this project I created a prototype application that allows clients to use the User Interface and make a claim for earthquake damage. The Smart contract receives data from reputed Earthquake websites with the use of Oracles (Provable) and imports it in to the Blockchain. It then uses that data to compare with the information given by the claimer and validates if the claim is true or not. If it true it sends money back to the client’s address. The project is written on Solidity and ran on GoEthereum.

  • University of Reading

    Mathematics, BS•  September 2014 - July 2017

    Final year project on Ergodic Theory "Invariant measures for Markov Chains and dynamical system". During this project I had to prove that an invariant measure p¯ exists, and further for which "p¯ − T np" → 0 if n → ∞ for any p. We saw how Markov chains react and how these matrices under certain conditions, exhibit their properties. During my three years in my Bachelor’s Degree I attended classes like: Cryptography, Linear Algebra, Linear Models, Partial Differential Equations, Ordinary Differential Equations, Statistics, Probability Theory, Fluid Mechanics, Numerical Analysis, Real Analysis, Complex Analysis and many more

Skills

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