Abstract
In this work, the bisector curves of two regular comformable curves from C^1-regular parametric category is inspected in R^2. Then, multivariable functions which is corresponded to bisector curves of regular comformable curves are calculated. The bisector curves are procured by two similar paths. As a result, the equations which are corresponded to bisector curves are obtained in R^2.
References
- Anderson DR, Ulness DJ. 2015. Newly defined conformable derivatives. Adv Dyn Syst Appl, 10(2): 109-137.
- Atangana A, Baleanu D, Alsaedi A. 2015. New properties of conformable derivative. Open Math, 13(1): 889-898.
Abstract
In this work, the bisector curves of two regular comformable curves from C^1-regular parametric category is inspected in R^2. Then, multivariable functions which is corresponded to bisector curves of regular comformable curves are calculated. The bisector curves are procured by two similar paths. As a result, the equations which are corresponded to bisector curves are obtained in R^2.
References
- Anderson DR, Ulness DJ. 2015. Newly defined conformable derivatives. Adv Dyn Syst Appl, 10(2): 109-137.
- Atangana A, Baleanu D, Alsaedi A. 2015. New properties of conformable derivative. Open Math, 13(1): 889-898.
Details
| Primary Language | English |
|---|---|
| Subjects | Algebraic and Differential Geometry |
| Journal Section | Research Articles |
| Authors | |
| Publication Date | |
| Submission Date | September 14, 2024 |
| Acceptance Date | November 26, 2024 |
| Published in Issue | Year 2025 Volume: 8 Issue: 1 |