A java library for numerical interpolation featuring Lagrangian, Linear & Cubic Splines methods with error analysis based on Gauss-Legendre L2-Norm.
-
Updated
Jul 21, 2024 - Java
#
gauss-legendre
Here are 11 public repositories matching this topic...
Modern Fortran modules to generate quadrature rules
fortran cuda-fortran gauss-legendre quadrature-rules gauss-jacobi golub-welsch modern-fortran-modules townsend-hale
-
Updated
Dec 3, 2018 - Fortran
MATLAB implementation of popular quadrature algorithms
matlab numerical-methods gauss-legendre quadrature-rules newton-cotes numerical-integral-method gauss-laguerre
-
Updated
Jul 30, 2021 - MATLAB
We, a team of students, recently completed a series of projects as part of our numerical analysis course. These projects involved the application of various numerical methods to solve mathematical problems and analyze the results. Through these projects, we gained a deeper understanding of the concepts covered in the course and honed our skills in
interpolation numerical-integration gauss-legendre interpolation-methods numerical-differentiation hermite-interpolation newton-cotes chebyshev-polynomials lagrange-interpolation spline-interpolation gauss-quadrature divided-differences gauss-laguerre-quadrature
-
Updated
Jan 6, 2023 - MATLAB
Application of numerically pi value estimation methods
lambda-functions mathematics python3 numerical-methods leibniz-formula gauss-legendre monte-carlo-methods law-of-large-numbers nilakantha-series pi-estimation
-
Updated
Mar 11, 2025 - Python
Codes for various important numeric method computation done during the course ESO208
euler matplotlib quadrature numerical-methods fixed-point pylab runge-kutta gauss-legendre newton-raphson bisection iitk romberg runge-kutta-methods eso208
-
Updated
Nov 10, 2017 - Python
a helpful class to calculate and check digits of PI relatively fast using Gauss-Legendre algorithm and arbitary precision.
-
Updated
Dec 25, 2022 - Python
Assignment 3 of ECSE-543: Numerical Methods in EE at McGill University.
-
Updated
Dec 3, 2017 - Python
Trying to find a way to optimize the path a car does through a racing circuit considering the max velocity to not skid in the road
-
Updated
Jul 6, 2022 - Python
The Julia package that calculates the circumference ratio
-
Updated
Dec 15, 2023 - Julia
Improve this page
Add a description, image, and links to the gauss-legendre topic page so that developers can more easily learn about it.
Add this topic to your repo
To associate your repository with the gauss-legendre topic, visit your repo's landing page and select "manage topics."