David Lu (DavidLu1997)

DavidLu1997

Geek Repo

Location:Canada

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David Lu's repositories

ScanGrader

An Optical Mark Recognition Program

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ZopperPerm

An efficient permutations generator, supporting unlimited* lengths

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FunWithCUDA

Computing Mandelbrot sets with CUDA in MATLAB, displays speed of CPU vs GPU

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mattermost-native-android

Native Android app for Mattermost

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olympiads-notes

Courses I taught at Olympiads School

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watwatch

Smartwatch based on the TI-Launchpad and it's Orbit Booster Pack

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fast-shortener

Non-persistent fast URL-shortening service in Go

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android

Mattermost app for Android phones and tablets

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BlackJackCPP

Blackjack written in C++, for Olympiads School's C++ Class Spring 2015

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CardArrayLists

Same as CardArrays, but with ArrayLists

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CardArrays

A simple representation of a deck of cards with a full GUI, written in Java for ICS4U

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ConnectFour

Simple ConnectFour game written in Java

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ConwaysLife

Simulation using rules of Conways Game of Life, full GUI. Written in Java for ICS4U

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cs138

cs138 assignments

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desktop

Mattermost Desktop application for Windows, Mac and Linux

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EngHacks

A simple database crawler for enghacks 2015

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GridRPG

A simple gird-based modular RPG game with no storyline as of yet.

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ios

Mattermost iOS application source code

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mattermost-driver-javascript

Javascript library for interacting with the Mattermost API

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Mattermost-WPF

WPF application for mattermost

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MattermostWPF

A fully native Mattermost client

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NBodySim

An N-Body physics simulator using CUDA

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NecroBot

a Pokemon Go Bot. -> https://discord.gg/VXKxNFr

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Operation-Fallout

A basic (inaccurate, without any physics) radiation simulator with full GUI written in Java

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platform

Open source Slack-alternative in Golang and React - Mattermost

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Poker-Odds

Poker odds calculator written in Matlab for Texas Hold 'em

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SettlersOfCatan

Basic Settlers of Catan game with modified game constraints. Development not finished. Written in Java for ICS4U.

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SteamBuddy

Lists Steam games by multiple people

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Vandermonde

Fits points to a polynomial using the least squares method.

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