Presentation Title
P-18 Involute-evolute of Rectifying Curves in R^3
Presenter Status
Associate Professor, Mathematics
Preferred Session
Poster Session
Location
Buller Hall
Start Date
3-11-2017 2:00 PM
End Date
3-11-2017 3:00 PM
Presentation Abstract
The idea of rectifying curves in R^3 was introduced by B. Y. Chen in 2003 and many characterizations results have been found with applications in kinematics and mechanics. The idea has been generalized to the arbitrary dimension and it is now called the rectifying submanifold. In this project, we are going to investigate the involute and evolute of rectifying curves in R^3.
P-18 Involute-evolute of Rectifying Curves in R^3
Buller Hall
The idea of rectifying curves in R^3 was introduced by B. Y. Chen in 2003 and many characterizations results have been found with applications in kinematics and mechanics. The idea has been generalized to the arbitrary dimension and it is now called the rectifying submanifold. In this project, we are going to investigate the involute and evolute of rectifying curves in R^3.