Skip to content

This is the C++ code that I wrote in undergraduate Numerical Analysis - Fall 2016

Notifications You must be signed in to change notification settings

EsauHervert/MATH-3345-Undergraduate-Numerical-Analysis

Folders and files

NameName
Last commit message
Last commit date

Latest commit

 

History

53 Commits
 
 
 
 

Repository files navigation

MATH-3345-Undergraduate-Numerical-Analysis

This is the C++ code that I wrote in undergraduate Numerical Analysis the Fall of 2016 at the University of Texas at Arlington.

The files are organized into 14 completed homeworks. Notably, the following algorightms are included in the following:

Homework 1:

Function Evaluation
Function Min-Max

Homework 2:

Bisection Method

Homework 3:

Fixed Point Iteration

Homework 4:

Bisection Method
Newton Method
Secant Method
Method of False Position
Muller's Method

Homework 5:

Divided Difference

Homework 8:

Trapezoid Rule
Simpson's Rule

Homework 9:

Roberg Integration

Homework 10:

Double Integration

Homework 12:

Euler Method
Modified Euler Method
Runge-Kutta 4
Runge-Kutta Fehlberg

Homework 13:

Adams-Bashforth:
  Two-Step
  Three-Step
  Four-Step
  Five-Step
Adams-Moulton Three-Step
Milne-Simpson

Homework 14:

Runge-Kutta System
Runge-Kutta System (Second Order)