Numerical integration is a set of algorithms used to calculate the numerical value of a definite integral, and it can also be used to solve differential equations. The term "numerical quadrature" is often used interchangeably with numerical integration for one-dimensional integrals, while "cubature" refers to integration over more than one dimension. The goal of numerical integration is to approximate the definite integral of a smooth function within a given level of accuracy using various methods.

Carnegie Mellon University

Fall 2020

This is an intensive course on computer graphics, covering a variety of topics such as rendering, animation, and imaging. It requires previous knowledge in vector calculus, linear algebra, and C/C++ programming. Concepts include ray tracing, radiometry, and geometric optics, among others.

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+ 24 more conceptsCarnegie Mellon University

Spring 2022

Similar to Course ID 29, this course provides a comprehensive introduction to computer graphics. It also demands a strong mathematical and programming background. The topics covered include rasterization, geometric transformations, and Monte Carlo ray tracing.

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+ 22 more concepts