Add to ORKGWe discover new information about the spherical curvature of stereographically projected analytic curves. To do so, we first state formulas for the spherical curva-ture and spherical torsion of the curves on S2 which result after stereographically projecting the image curves of analytic, univalent functions belonging to the class . We then derive results concerning the location of the critical points of the spher-ical curvature, considered both as a function of one and two variables. Further analysis leads to a maximum principle for the spherical curvature functions. 2000 Mathematics Subject Classification: 30C55. 1. Introduction. W
In order to detect salient lines in spherical images, we consider the problem of minimizing the func...
Among the sciences involved in the theorization of descriptive geometry, the stereotomy played a pro...
The diploma thesis deals with Viviani's curve. It comprises several interesting calculations of math...
Mode of access: World Wide Web.Thesis (Ph. D.)--University of Hawaii at Manoa, 2004.Includes bibliog...
We discuss the problem of interpolating C1 Hermite data on the sphere (two points with associated fi...
It is impossible to render paths on a sphere onto a flat surface in such a way that all distances re...
The purpose of this article is to give an explicit formula for all curves of constant torsion τ in t...
It is shown that, in any secant polar stereographic projection, a small circle on a sphere projects ...
In this paper, we studied the spherical curves according to modified orthogonal frame with torsion i...
The main part of this final paper contains a presentation of the stereographic projection, i.e. a fu...
Several integral formulas referring to convex plane curves, notable for their great generality, were...
Abstract: In this paper, we will introduce a method how to draw the orthogonal projected images of ...
An important part of stereo vision consists of finding and matching points in two images which cor...
distributed under the Creative Commons Attribution License, which permits unrestricted use, distribu...
In this talk, some already known and some new properties of Clelia curves are presented. These spher...
In order to detect salient lines in spherical images, we consider the problem of minimizing the func...
Among the sciences involved in the theorization of descriptive geometry, the stereotomy played a pro...
The diploma thesis deals with Viviani's curve. It comprises several interesting calculations of math...
Mode of access: World Wide Web.Thesis (Ph. D.)--University of Hawaii at Manoa, 2004.Includes bibliog...
We discuss the problem of interpolating C1 Hermite data on the sphere (two points with associated fi...
It is impossible to render paths on a sphere onto a flat surface in such a way that all distances re...
The purpose of this article is to give an explicit formula for all curves of constant torsion τ in t...
It is shown that, in any secant polar stereographic projection, a small circle on a sphere projects ...
In this paper, we studied the spherical curves according to modified orthogonal frame with torsion i...
The main part of this final paper contains a presentation of the stereographic projection, i.e. a fu...
Several integral formulas referring to convex plane curves, notable for their great generality, were...
Abstract: In this paper, we will introduce a method how to draw the orthogonal projected images of ...
An important part of stereo vision consists of finding and matching points in two images which cor...
distributed under the Creative Commons Attribution License, which permits unrestricted use, distribu...
In this talk, some already known and some new properties of Clelia curves are presented. These spher...
In order to detect salient lines in spherical images, we consider the problem of minimizing the func...
Among the sciences involved in the theorization of descriptive geometry, the stereotomy played a pro...
The diploma thesis deals with Viviani's curve. It comprises several interesting calculations of math...