Introduction to Numerical methods

Finite field polynomial arithmetic based on fast Fourier transforms

A collection of ZKPs (Zero Knowledge Proofs) and cryptographic research implementations in Rust.

This repository contains all the lab assignments done in the CSE330 course of BracU

Introduction to Numerical methods

Fast high-dimensional interpolation of vector valued functions in JAX

Autonomous driving simulator using complex mathematical modelling

The packaged templates for "Polynomial Functions, Number Theory, Linear Algebra..." are easy to use.

Analyzes typing data from Keybr.com and displays it graphically according to user preference. Involves polynomial interpolation using Numpy and graph visuals using Matplotlib. Console interface or CLI usage available.

A cubic spline interpolation implementation that returns cubic polynomial coefficients for each segment of inputs.

Lagrange Interpolation, Bezier Spline, Cardinal Spline for Computer Graphics Project

Lagrange Polynomial interpolation in C

Interpolation for Missing Data

Comparing Chebyshev Polynomial Kolmogorov Arnold Networks to Multilayer Perceptrons on Nonlinear tasks

Collection of step-by-step programming exercises to introduce students to the applications of linear algebra.

This project showcases the implementation of Neville's Algorithm, a numerical technique used for polynomial interpolation. The algorithm provides an efficient way to approximate a polynomial that passes through a given set of data points. With this implementation, you can easily perform polynomial interpolation, making it a valuable tool for variou

A code that returns the polynomial of a function, along with its respective graph, when given its data sets.

Implements Lagrange polynomial finite elements for Elliptic PDE for polynomial degrees 1 to 5. The covergence rates and graphical representations are included.

Lagrange polynomial interpolation with derivatives and error indication

Implementation of polynomial interpolation.