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AMATH 402/502 Homework 7 Overview by kh5892 is a document available to read on EtoBox.

This document outlines 4 problems for a homework assignment in AMATH 402/502 during the Winter 2017 term at an unknown university: 1. Analyze the stability of fixed points for a 2D linear map with a real parameter a and solve related calculations. 2. Use a Poincare map to show that all trajectories of an overdamped linear oscillator forced by a square wave approach a unique periodic solution. 3. Use Newton

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kh5892

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EN