Algorithms that integrate functions over one or more dimensions using approximation techniques, instead of exact, closed-form solutions using symbolic algebra and calculus. Includes concepts like adaptive quadrature, Monte-Carlo methods, finite element analysis, Markov chains.
Problem: solve stiff different equation
Method: implicit Euler
Plan: I calculate next 'y' by solvin non-linear equation use secant mehod. My function is dy/dx = sin(x+y)
There is right solution . I used newton…
I have previously created this code to evaluate an integral using Simpsons composite rule, and now need to modify it to evaluate double integrals. Does anyone have any idea how to go about this? I would be grateful for any help..
#include…
I can't install anything new I need to use the default python library and I have to integrate a function. I can get the value for any f(x) and I need to integrate from 0 to 6 for my function f(x).
