Solutions to In-Class questions, Problem Sets and Exams of MIT Mathematics for Computer Science 2015 (same as 2019 Open Learning Library)

🌌 Supplementary materials for Discrete Math course at ITMO University

Lectures for the "Problem Solving" Class at Nanjing University.

The lecture notes for my discrete mathematics classes.

My lecture notes for graduate-level mathematics, including topics like set theory, advanced calculus, topology, linear algebra and abstract algebra, complex analysis etc.

My logic bachelor thesis.

A pure HTML, CSS and JS calculator for proving tautologies in set theory

The list of theorems of set theory, some of which accompanied by proofs written by myself using LaTeX.

Typeset solutions to textbook exercises

Formalization of set theory concepts in C programming language.

Housing useful resusable equations and formulas in calculus, discrete mathematics, and linear algebra.

My master's thesis at the University of Copenhagen

Appunti di Matematica Discreta.

A Book "Mathematics for Computer Science: A Historical Perspective"

Some notes on the basics of Mathematical logic, set theory, and arithmetic (in French).

Most of my writings — notes, talks, travelogues, thoughts, and the rest

Translation of «Beweis, daß jede Menge wohlgeordnet werden kann» by Ernst Zermelo into Persian

"The Continuum Hypothesis and Interpretations in the Philosophy of Mathematics" is the title of my senior thesis paper I wrote while completing my bachelor's degree in applied math. The Continuum Hypothesis is the mathematical statement that there does not exist a set of intermediate size between the natural and real numbers.

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