Numerical methods 2021-II - Group S1 - Sahagún

Dear student, please answer the questions of the following survey:

Answer the survey here

Topics:

• Introduction, approximations, and computer arithmetic

• Solving nonlinear and linear equations

• Interpolation

• Numerical integration

• Solving ordinary differential equations

Link for meeting (or virtual lectures) - Every Friday at 6 PM

Google meet: https://meet.google.com/mft-ajcv-paj

Video recorded lectures (You can watch them as long as you have an institutional email account, otherwise you must ask permission):

• Lecture 1 (2021-10-15)

• Lecture 2 (2021-10-22)

• Lecture 3 (2021-10-29)

• Lecture 4 (2021-11-12)

• Lecture 5 (2021-11-19)

• Lecture 6(2021-11-26)

• Lecture 7 (2021-12-03)

• Lecture 8 (2021-12-10)

• Lecture 9 (2022-01_21)

• Lecture 10 (2022-01-28)

• Lecture 11 (2022-02-04): parts 1/2 and 2/2

• Lecture 12 (2022-02-11): parts 1/2 and 2/2

• Lecture 13 (2022-02-18)

• Lecture 14 (2022-02-25/21): parts 1/2 and 2/2

• 
  

Coursework:

• Quiz 1 (closed)

• Programming Assignment 1

• Exam 1

• Programming Assignment 2

• Programming Assignment 3: You ought to share with me through this (Google) form the notebook where you solve ln(x) = -exp(x) by adopting the numerical methods I've taught you so far (i.e., interval bisection, fixed-point iteration, false position, Newton's method, and secant method). The deadline is due December 20th.

• Programming Assignment 4 (Interpolation): The deadline is due Jan 28th at 9:00PM

• Assignment (using polynomial Taylor interpolation)

• Numerical integration through Simpson's 1/3 rule

• Assignment: Numerical integration through all methods (second part)

• Last assignment 😌 (Deadline is due 26th February)

Grades:

• Grades of the first course part

• Grades of the second course part

• Grades of last course part