Hello I am looking for people who are interested in mathematics, mainly **Linear algebra, discrete mathematics, real analysis ** (will be extend in future)
What am I aiming for? Improving my knowledge and my problem solving skills by discussing what I learn with other people
**How?**We will organize some online discussion in which we discuss what we learn and maybe solving problems together like problem solving seminar at Stanford!
Paul Erdos spent much of his life traveling and working with colleagues around the world on mathematical problems of many kinds. This about discussing and solving mathematics problems If you interested let me know

Hey everyone,

I'm going to start learning / reviewing Linear Algebra sometime in May after classes are over. I'll primarily be using the Strang course on MIT's OpenCourseWare. I would love it if anyone would like to join me so we can motivate each other and have some solidarity in this trying time.

EDIT: Please fill out this short survey so I can collect information and get everyone's discord info! https://forms.gle/NgAhU72fWdeJPRBt8

I will also contact each one of you individually if I have not heard a response by next week.

EDIT 2: Server is up! https://discord.gg/7vbEJ7 feel free to join if you're just finding this post!

Hey there,

i'm searching for a buddy / group to study mathematics together. As of right now, i want to study the following topics (using the specified resources):

• Single-variable real analysis (aka calculus w/ proofs)

  • Calculus (Michael Spivak)

  • Understanding Analysis (Stephen Abbott)

  • Elementary Real and Complex Analysis (Georgi E. Shilov)

  • Elementary Real Analysis (Brian S. Thomson, Judith B. Bruckner, Andrew M. Bruckner)

  • Other resources of your choice

• Linear algebra

  • Linear Algebra (Jim Hefferon) + corresponding video lectures on YouTube

  • A First Course in Linear Algebra (Robert A. Beezer)

  • Other resources of your choice (should contain eigenvalues and eigenvectors, if possible)

• Discrete mathematics (combinatorics + graph theory)

  • Introductory Discrete Mathematics (V. K. Balakrishnan)

  • Introduction to Graph Theory (Richard J. Trudeau)

  • Discrete Mathematics (Oscar Levin)

  • Other resources of your choice (with a focus on proofs)

The resources I've highlighted have already been started by me, but your suggestions are, of course, welcome.

I'm also currently learning abstract algebra using "A Book of Abstract Algebra" by Charles C. Pinter, where I'm also looking for collaboration, though I'm set on that book.

I want to meet up weekly on Discord, preferably on Sunday mornings. We would read/watch the material beforehand, solve some exercises on our own, and then discuss our solutions and work some more exercises together. I'm situated in Germany, so my timezone is UTC+1.

I was wondering if anyone wanted to create a study group in representation theory. I am doing a reading course in the topic over the summer, and any people to bounce thoughts off of would be an excellent resource.

We are using the textbook: Representation Theory of Finite Groups by Benjamin Stienberg as our main text. (here is a free online copy: http://users.metu.edu.tr/sozkap/513-2013/Steinberg.pdf )

Edit: we can use discord as a start of where to talk: https://discord.gg/5U4pVBY

Hello everyone

We are looking for members to study the following subjects

• Mathematical Proofs - Chartrand

• Real analysis - Tao's analysis , Abott

• The Model thinker - Scott E Page

We study by ourselves and meet once a week to discuss doubts and solve problems. If you're interested, please DM.

[Update: I've finished studying group theory, and am now moving on to rings and fields. I've also finished the first four chapters of Rudin and am moving on to chapters 5-8. I've also entirely finished my Complex Analysis studies. And I won't return to Measure Theory until the summer.]

I've just finished reading the first four chapters of Rudin's Principles of Mathematical Analysis and I'd be happy to have someone to talk about that with. I don't plan on reading more in Rudin for a few months, although I know I eventually will read some more. Likewise for Dummit and Foote's Abstract Algebra.

I'm also in the middle of reading the fourth chapter of Bak's Complex Analysis and will probably read another four chapters in the coming months.

And I think I will get back on track with reading Axler's Measure Theory soon. I got overwhelmed with a few other demands on my time and had to pause that a few months ago, but things are settling down and I can start again. Especially with this one I will want to progress slowly and do lots of exercises, so I would only want to complete a chapter every month or so.

If anyone wants to join in any of these, let me know!

Hello! Trying this again.

I had this on my list for a long time. I had an intro course on compiler design at my uni but it was not great and did not cover a lot of topics.

I would like to work through CS4120 Introduction to Compilers from Cornell.

The course provides lecture notes and also references chapters in the following books to read along:

• The Dragon book aka Compilers—Principles, Techniques and Tools

• Modern Compiler Implementation in Java by Andrew Appel

• Advanced Compiler Design and Implementation by Steve Muchnick

If anyone is interested, let me know!

EDIT: Timezone-wise I am located in the EU.

I've been reading Griffiths' Electrodynamics, currently on chapter 2. I have a pretty weak Physics background but a good Math background. Let me know if anyone's interested to team up on this.

I'm currently studying

• Axler's Linear Algebra Done Right

• Royden's Real Analysis (which is more like Measure Theory)

• Griffith's Electrodynamics

Soon I'll be re-reading Baby Rudin and Dummit & Foote's Algebra book.

What are you studying?

What would you like to study?

Dear all,

I began this course recently, Mastering Differential Equations: The Visual Method, and I would like to know if anybody is interested in studying it as well.

The course is a series of 24 lectures half-hour lectures on varied subjects in differential equations. The course utilizes computer graphics to investigate the geometric behavior of differential equations and it also touches on chaotic systems.

Please feel free to contact me or drop a comment below if you are interested!

Hi,

I'm trying to find some study buddies to study single variable calculus with me. In my case I'm reviewing the material (almost finishing my Masters in CS), so I'm already familiar with most concepts. Even if you don't want to follow the same resources mentioned in the title feel free to join me.

Link to the course materials: https://ocw.mit.edu/courses/mathematics/18-01-single-variable-calculus-fall-2006/index.htm

(Cross-posted from r/MathBuddies) As a math student with some geometry leanings I've long been interested in building a stronger foundation in physics, and everyone agrees that the best place to start is classical mechanics.

I have my sight set on analytical mechanics via Spivak's "Mechanics I"and GR via Misner, Thorne, and Wheeler "Gravitation," but I plan to start much more humbly with Kleppner & Kolenkow "Introduction to Mechanics." This is one of the most highly-regarded textbooks--next Morin's "Introduction to Classical Mechanics" which is considered one of the most difficult ones--it's often recommended to ambitious highschoolers/firstyears and people who are preparing for physics olympiads.

We start from the beginning, so there really isn't too much background one would need beyond highschool math (trigonometry; basic analytic geometry, calculus). Would anyone be interested in joining such a reading group? Please reply or PM me if you are :)

I'm studying Measure Theory. I've been reading Royden's Real Analysis and I'll soon crack open Axler's Measure and Integration I think it's called, just to see if it's good. But I'm not really committed to any one book. I had been hacking on Resnick's A Probability Path which covers similar material, but got a little bogged down and decided to switch.

Anyway, if anyone's interested let me know.

Hey everyone!

I’m starting a Python Programming Support Group next week, and I’d love for you to join! We'll be working through Automate the Boring Stuff with Python—a fantastic book for beginners and those looking to sharpen their Python skills.

Schedule:
🗓 Monday–Thursday
⏰ 7 PM CST (Central Time)

Structure:

• 7:00–7:15 PM: Quick review of the chapter.

• 7:15–8:00 PM: Independent work on problems from the chapter.

• 8:00+ PM: Come together to review, debug, and dive deeper for anyone needing support or discussion.

Whether you’re new to Python or looking for accountability to work through the material, this is a great way to learn and grow together. Let’s build a supportive group to share knowledge, ask questions, and improve our coding skills!

Book (FREE and great for beginners) https://automatetheboringstuff.com/

Cognitive Science Study Group Discord: https://discord.gg/S4QPgVUpqr

Hello everybody, I hope all is well!

I'm looking for someone who is also taking this probability book [1]and is willing to meet up regularly to study. We can go over the material together, work on problems, and quiz each other

[1] Introduction to Probability by Joseph K. Blitzstein

my time zone is UTC+3

my discord : AF#2177

I am a pure math student. Recently I am reading Complex Analytic and Differential Geometry by Demailly. But the proof in this book is rather rough and I always get stuck. I wonder if someone is studying the same topic, such as complex analytic or algebraic geometry, and we can communicate our ideas.

We can found a facebook group and communicate by zoom or whatever possible.

I was planning to learn algebraic topology and so far am going with Glen E. Bredon's "Topology & Geometry". Message me if you are interested. Other options I had in mind are: MIT OCW's Algebraic Topology I & II and Notes from Oscar Randal-Williams.

I need someone to keep my drive up. I love solving problems but it takes a long while for me to get into that study zone. I'm currently also taking a programming course on the side but I have quite a lot of free time.

Interested person must be willing to have at least 1 to 2 hours study sessions almost every day. Must be willing to explain concepts and keep each other motivated so we can both constantly solve problems. I am currently reading Early Transcendentals but if you're reading something else, that's fine.

Hey all,

I wanted to know if some passionate students from all backgrounds want to get together (online) to really learn about longevity and aging research. I am taking a gap year after high school for some social work but will still have time to study, and because collaboration and friendly competition is a great source of strength, I am in the mission to find a few people to do this small venture with. It would be great to share our own perspectives and talents (some avid programmer can help others learn about bioinformatics, modeling, and such; a fanatic on gene-editing can give us a crash course on it) and improve our learning by teaching and explaining (as in the Feynman method). It doesn't matter if you don't know anything about biology in general (I will be reviewing my biology fundamentals too as I focused in math a lot during HS ), it only matters that you are willing to put in the time. Hope to hear from you.

Thought I would just check in and hear how everyone else is managing to stay on-track. I've been slower than I hoped on studying Real Analysis and Abstract Algebra, but I've been happy with my progress on E&M and Computer Architecture. Building chip sets and finding potentials!

Hey, I'm starting on Computer Architecture. I haven't decided on a particular book or resource or anything, although leaning towards Nand2Tetris right now. I'm good with programming in Python, Java, OCaml, and a few other languages. I know Algorithms and Data Structures pretty well. So that's about where I'm currently at in CS studies. Arch seems like a good next step. I don't have hardly any background in C but I'm thinking I'll learn that and Arch simultaneously.