Welcome to Modern Computational Math! For course info and policies, please see the syllabus. For grades, log into Moodle. If you need help, ask a question on Piazza or contact Prof. Wright.

**Prof. Wright's office hours in RMS 405:** Mon. 8:00–8:55 & 2:15–3:15, Wed. 2:30–3:30, Thurs 9:30–10:30, Fri. 10:30–11:30, whenever the door is open, or by appointment

**Help sessions:** Thursdays 7–8pm in RNS 206

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Friday

February 9

February 9

Introduction

Mathematica basics — Programming in Mathematica notebook

Mathematica basics — Programming in Mathematica notebook

Do the following before next class:

- Complete the syllabus quiz.
- Complete the Piazza enrollment form.
- Watch the Hands-on Start to Mathematica video. Then look through the resources in the Fast Introduction for Math Students.
- Finish working through the Programming in Mathematica notebook. You don't have to turn in anything for this.

Monday

February 12

February 12

Fibonacci numbers

Do the following before next class:

- Make sure you understand the code in the Mathematica notebook from class today. If you are confused about something, ask a question on Piazza!
- Cassini's Identity says \(F_n^2 - F_{n+1}F_{n-1} = (-1)^{n-1} \). Use Mathematica to verify this for the first 1000 (or so) Fibonacci numbers. Bring your best attempt at this to class on Wednesday.
- Read Keith Devlin's blog post How today’s pros solve math problems: Part 1 and answer the questions on the reading guide. Bring your completed reading guide to class on Wednesday.

Wednesday

February 14

February 14

Fibonacci numbers

Mathematica notebook: day3_Fibonacci_properties.nb

Mathematica notebook: day3_Fibonacci_properties.nb

Do the following before next class:

- Work on the Fibonacci Project. It's due on Monday, but do as much as you can by Friday, so that you can ask questions if you get confused or stuck. When you finish, upload your notebook to Moodle.

Friday

February 16

February 16

Do the following before next class:

- Finish the Fibonacci Project and upload your notebook to Moodle.
- Take a look at this paper, which gives various identities for the Pell numbers. Try to generate several other polynomial identities similar to those described in Proposition 1. For example, can you directly conjecture and verify the identity for \(n=11\)?

Monday

February 19

February 19

Pell numbers

Do the following before next class:

- TBA

Wednesday

February 21

February 21

Iterated functions

Do the following before next class:

- TBA

Friday

February 23

February 23

Iterated functions

Do the following before next class:

- TBA

Monday

February 26

February 26

Mean-median map

Do the following before next class:

- TBA

Wednesday

February 28

February 28

Mean-median map

Do the following before next class:

- TBA

Friday

March 2

March 2

Mean-median map

Do the following before next class:

- TBA

Monday

March 5

March 5

Primes

Do the following before next class:

- TBA

Wednesday

March 7

March 7

Sieve of Eratosthenes

TBA

Friday

March 9

March 9

TBA

Sieve of Eratosthenes

- TBA

Monday

March 12

March 12

RSA cryptography

Do the following before next class:

- TBA

Wednesday

March 14

March 14

Digits of π

Do the following before next class:

- TBA

Friday

March 16

March 16

RSA cryptography

Do the following before next class:

- TBA

Monday

March 19

March 19

TBA

Do the following before next class:

- TBA

Wednesday

March 21

March 21

TBA

Do the following before next class:

- TBA

Friday

March 23

March 23

TBA

Have a great spring break! No class March 26 – April 2.

Do the following before next class:

- TBA

Wednesday

April 4

April 4

TBA

Do the following before next class:

- TBA

Friday

April 6

April 6

TBA

Do the following before next class:

- TBA

Monday

April 9

April 9

TBA

Do the following before next class:

- TBA

Wednesday

April 11

April 11

TBA

Do the following before next class:

- TBA

Friday

April 13

April 13

TBA

Do the following before next class:

- TBA

Monday

April 16

April 16

TBA

Do the following before next class:

- TBA

Wednesday

April 18

April 18

TBA

Do the following before next class:

- TBA

Friday

April 20

April 20

TBA

TBA

- TBA

Monday

April 23

April 23

TBA

Do the following before next class:

- TBA

Wednesday

April 25

April 25

TBA

Do the following before next class:

- TBA

Friday

April 27

April 27

TBA

Do the following before next class:

- TBA

Monday

April 30

April 30

TBA

Do the following before next class:

- TBA

Wednesday

May 2

May 2

TBA

Do the following before next class:

- TBA

Friday

May 4

May 4

TBA

Do the following before next class:

- TBA

Monday

May 7

May 7

TBA

Do the following before next class:

- TBA

Wednesday

May 9

May 9

TBA

Do the following before next class:

- TBA

Friday

May 11

May 11

TBA

Do the following before next class:

- TBA

Monday

May 14

May 14

TBA

Do the following before next class:

- TBA

Wednesday

May 16

May 16

TBA

TBA

Tuesday

May 22

May 22

**2–4pm**: Final exam/presentations for Math 242

**B**

Wednesday

May 23

May 23

**2–4pm**: Final exam/presentations for Math 242

**A**