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Elementary Slopes of Plane-wide Breakout by Jullian, Yann is a scholarly article available to read on EtoBox.

What is Elementary Slopes of Plane-wide Breakout about?

We consider a mathematical model of the breakout game where $\mathbb{R}^2$ is covered by unit square bricks everywhere except in one place. We introduce elementary blocks (particular sets of bricks) in order to describe a family of periodic (in a breakout-appropriate sense) orbits. Necessary and sufficient conditions for slopes (the initial direction of the ball) to produce these orbits are given.

Author

Jullian, Yann

Published

2019

Language

EN