Implicit surfaces are a mathematical representation of a surface in 3D space that is defined by an implicit function. This function can be used to describe the surface as the zero set of the function. In other words, the points on the surface are the solutions to the implicit function.
One of the key advantages of implicit surfaces is that they can represent complex shapes and surfaces with a relatively simple mathematical function. This makes them particularly useful in computer graphics, where they are commonly used to model objects and surfaces in virtual environments.
Implicit surfaces are often used in applications such as computer-aided design (CAD), computer animation, and medical imaging. They can be rendered using techniques such as ray tracing or polygonization to create realistic images of the surfaces they represent.
Overall, implicit surfaces provide a powerful and flexible way to represent complex geometry in 3D space, making them an important tool in the field of computer graphics and visualization.
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