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Introduction to Calculus with elegant theory (LaTeX), Quarto visuals, and examples in R/Python — with Advanced Path (AP) tracks.
Understand what differential and integral calculus is, where it came from, and why it is so important.
A selection of the most beautiful and influential equations in mathematics and physics, with accessible explanations and clear visualization.
Reflections and fundamental content in mathematics, focusing on the beauty, logic, and structure of the field’s main concepts.
Recommended reading path for the Mathematics Section of Blog do Marcellini. Includes suggested order for courses and articles, based on complexity level and applications.
Content organized in course format, focusing on fundamental topics in mathematics, step-by-step explanations, solved examples, and applied exercises.
Reflections on G. H. Hardy’s famous phrase in the light of pure mathematics, with classical examples of mathematical elegance and graphic visualizations.
We explore 10 distinct justifications for the value of \(0!\).
