Computational conformal geometry behind modern technologies

What are the applications of geometry in CSE?
Other important applications of computational geometry include robotics (motion planning and visibility problems), geographic information systems (GIS) (geometrical location and search, route planning), integrated circuit design (IC geometry design and verification), and computer-aided engineering (CAE)..
What is the conformal geometry theory?
Conformal geometry is the branch of mathematics that studies the transfor- mations on manifolds that preserve the angles.
It has a myriad of applications, both in mathematics and in physics..
What type of geometry is used in computer graphics?
Computational geometry is the study of efficient ways to represent and manipulate geometry within the computer.
Typical problems include testing whether two objects collide, deciding how to break up a polygon into triangles, and finding the nearest point in a group to a given location..

Nov 30, 2020Conformal geometry studies the geometric properties of objects invariant under conformal transformation group. It is a powerful theoretic tool

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Computational conformal geometry behind modern technologies

What are the applications of geometry in CSE?

What is the conformal geometry theory?

What type of geometry is used in computer graphics?