Cortix is a Python library for network dynamics modeling and HPC simulation.

High-performance integer factorization suite implementing GNFS, MPQS, and QS algorithms with optimized lattice reduction, vectorization, GPU acceleration, and tensor-based linear algebra. Features automatic algorithm selection, NUMA-aware scheduling, and checkpoint/restore for computational number theory research and cryptanalytic analysis.

Overlapping finite element meshes in AMORE

Gives an animated approximation of pi with pseudo random numbers

2D lid driven cavity solver based on finite pointset method

Kistmat-AI is an advanced machine learning model designed to solve a wide range of mathematical problems, from elementary arithmetic to university-level calculus. This project demonstrates the application of curriculum learning in AI, allowing the model to progressively tackle more complex mathematical concepts.

A curated list of tools, frameworks, libraries, and educational resources for computational mathematics.

Local SGD implementation based on https://arxiv.org/abs/1805.09767

This repository contains a Python script that calculates the digits of π (pi) using a novel algorithm based on Catalan numbers and fixed-point arithmetic. The algorithm efficiently computes the digits of π by leveraging the properties of Catalan numbers, making it a unique and effective method for high-precision calculations.

exploring finite groups and their properties with python

Лабораторные работы по дисциплине «Вычислительная математика» - Университет ИТМО

A Python tool for visualizing and exploring Julia sets, providing an interactive interface for users to examine the complexity of fractals generated from custom holomorphic functions.

This repository translates complex mathematical symbols and formulas into their equivalent programming implementations

Console program reads an automaton's transition table and generates the corresponding Deterministic Finite Automaton. It can also indicate whether a given string is accepted or not by the DFA language.

Denotational Differentiation Solver

Implementation of Simplex Method for the Computational Math course at UFPA with Filipe Saraiva (@filipesaraiva)

In numerical analysis, Newton's method, also known as the Newton–Raphson method, named after Isaac Newton and Joseph Raphson, is a root-finding algorithm which produces successively better approximations to the roots (or zeroes) of a real-valued function.

Computational mathematics course at MIPT

Python solutions to the first 100 Project Euler problems

Assignments for CMA course from the BSU