reparametrizálása
Reparametrizálása, often translated as reparametrization, is a mathematical technique used to change the way a curve or surface is described. Instead of using one set of parameters, it involves introducing a new set of parameters that can simplify calculations, improve numerical stability, or make the underlying geometric properties more apparent. This is commonly encountered in fields like calculus, differential geometry, and computer graphics.
The core idea is to define a mapping between the original parameter space and a new parameter
In differential geometry, reparametrization is crucial for defining intrinsic properties of curves and surfaces, such as
In numerical computations, reparametrization can be employed to avoid issues like division by zero, singularities, or