Computation of the logistic map's period-2 accumulation point. I calculate the sequence of superstable points R_n using non-derivative root-finding methods. I increase the number of digits in the accumulation point computation using sequence acceleration techniques.
This project aims to solve the differential equation for an RLC circuit numerically using Euler's Method.
Implementation of Numerical Analysis formulae using Python.
Exercises of a numerical methods course
A numerical approach to 3D (sphere) Thomson problem for N particles.
A python command-line tool which describes the change between two numerical values 🧮
Web platform dedicated to solve several computational mathematics problems
Q-learning oligopoly simulation (Calvano et al., 2020) — high-fidelity Python reproduction with ≥ 95 % accuracy
This repository contains a Python implementation of the Secant Method for finding roots of nonlinear equations. The code includes input validation, iteration, and termination based on the desired error or reaching the maximum number of iterations. Results are saved into an Excel file (`secant.xls`).
A robust Python toolkit for data refinement, validation, and transformation with strict type safety for numerical operations. Clean, validate, and transform your macrodata with confidence.
🌾 NCU-AP3021-2023-Fall-Numerical Analysis Project: The Application with the Agricultural meteorology
Python implementation of a variety of numerical methods.
Numerical Analysis course project – implementations of linear systems solvers, root-finding, interpolation, and integration methods in Python
Project for Numerical Methods course at Shirak State University
This repository contains a Python implementation of the Trapezoidal Rule for numerical integration. The code integrates a given function within specified limits and computes the area under the curve.
Complete collection of Numerical Analysis methods in python
Numerical Integration - Midpoint, Trapezoid, Simpson's 1/3 and Simpson 3/8 Rule using Python
A collection of Python scripts for various numerical root calculation algorithms.
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