Evolution of Plane Curves via Lie Symmetry Analysis in the Galilean Plane

Author:

Yüzbaşı Zühal Küçükarslan,Aslan Ebru Cavlak,Baleanu Dumitru,Inc Mustafa

Publisher

Springer International Publishing

Reference20 articles.

1. Abdel-All, N.H., Abdel-Razek, M.A., Abdel-Aziz, H.S., Khalil, A.A.: Geometry of evolving plane curves problem via Lie group analysis. Stud. Math. Sci. 2(1), 51–62 (2011)

2. Abdel-All, N.H., Mohamed, S.G., Al-Dossary, M.T.: Evolution of generalized space curve as a function of its local geometry. Appl. Math. 5(15), 2381 (2014)

3. Abd-el-Malek, M.B., Amin, A.M.: Lie group method for solving the generalized Burgers, Burgers KdV and KdV equations with time-dependent variable coefficients. Symmetry 7, 1816–1830 (2015)

4. Alkan, K., Anco, S.C.: Integrable systems from inelastic curve flows in 2 and 3-dimensional Minkowski space. J. Nonlinear Math. Phys. 23(2), 256–299 (2016)

5. Akar, M., Yuce, S., Kuruoglu, N.: One parameter planar motion on the Galilean plane. Int. Electron. J. Geom. 6(1), 79–88 (2013)

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