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The Big Naughty List

Mathematics is a vast and fascinating field, and having access to high-quality resources can make learning and problem-solving more effective. This article compiles a curated list of online platforms, repositories, and tools for students, educators, and enthusiasts studying mathematics at any level. From proof compendiums to interactive problem-solving platforms, these resources offer valuable support for deepening your mathematical understanding.

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Maths general resources

For those exploring or wanting to unveil the awesome world of Maths, these resources provide valuable learning materials:

Using Mathematics Stack Exchange Effectively: To get the most out of Mathematics Stack Exchange, provide clear context for your questions, show your work, and use the site’s tagging system (e.g., calculus, algebra) to attract relevant experts. Check the How to Ask page for best practices.

LaTeX, Ascii, and Emoji

Operating system, apps, tools, and AI

# Use of Ollama
user@pc:~$ ollama run llama2
user@pc:~$ A circle has a radius of 5. What is the area of the circle?
The area of a circle is calculated using the formula: Area = πr², where r is the radius. For a radius of 5:
Area = π × 5² = π × 25 ≈ 3.14159 × 25 ≈ 78.54

The area of the circle is approximately 78.54 square units.

Video Lectures

  1. Free Video Lectures, All Courses, Mathematics.
  2. Andrew Misseldine.
  3. ICTP Mathematics, Abstract Algebra - Lothar Göttsche
  4. Oxford Mathematics, 1st Year Student Lectures.
  5. MIT OpenCourseWare, MIT 18.01 Single Variable Calculus, Fall 2007.
  6. Richard E. BORCHERDS.
  7. A First Course in Calculus.

Calculus

  1. Calculus Early Transcendentals
  2. MTH 210 Calculus I (Professor Dean))
  3. UTRGV Calculus
  4. Study Guides, Calculus.
  5. Paul’s Online Notes, QUICK NAV, Calculus I.
  6. Math24, Calculus.
  7. Calculus, 4ed. Michael Spivak.

Algebra

Topology

Linear Algebra

College Algebra

Galois Theory

  1. NPTEL-NOC IITM, Introduction to Galois Theory.
  2. Algebra, Second Edition, by Michael Artin.
  3. Galois theory (2ed, London, 1944) by Dr. Emil Artin. Lectures delivered at the University of Notre Dame.
  4. Richard E. BORCHERDS, Galois Theory.
  5. Notes by Tom Leinster
  6. Evan Dummit’s Course Notes Page, Fields and Galois Theory, Fall 2020.

Complex Analysis

Algebraic Topology

YouTube Channels

YouTube Math Visual

Bitcoin donation

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