Polynomial interpolation is a method of estimating values between known data points by fitting a polynomial that passes through all the given points. It is widely used in numerical analysis and computer graphics for constructing new data points within the range of a discrete set of known data points.

Polynomial Interpolation

Polynomial interpolation

estimating values

known data points

fitting a polynomial

Numerical analysis is a branch of mathematics that focuses on the development and implementation of algorithms to obtain numerical solutions to mathematical problems that are often too complex for analytical solutions. It is essential in scientific computing, enabling the approximation of solutions for differential equations, optimization problems, and other mathematical models across various fields.

numerical analysis

Computer graphics is the field of computer science that focuses on generating and manipulating visual content using computational techniques. It encompasses a range of applications from video games and simulations to user interface design and virtual reality, relying on both hardware and software to render and display images efficiently.

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