- 1. P. Agrawal, On the concircular geometry in Finsler spaces, Tensor N.S. 23(1972), 333-
336.
- 2. H. Akbar-Zadeh, Initiation to Global Finslerian Geometry, North-Holland Mathematical
Library, 2006.
- 3. S. B´acs´o and X. Cheng, Finsler conformal transformations and the curvature invariants,
Publ. Math. Debrecen. 70(2007), 221-231.
- 4. B. Bidabad and P. Joharinad, Conformal vector fields on Finsler spaces, Differ. Geom.
App. 31(2013), 33–40.
- 5. B. Bidabad and Z. Shen, Circle-preserving transformations in Finsler spaces, Publ.
Math. Debr. 81(2012), 435-445.
- 6. H.W. Brinkmann, Einstein spaces which are mapped conformally one achother, Math.
Ann. 94(1925), 119145.
- 7. B.-Y. Chen, Pseudo-Riemannian geometry, δ-invariants and applications, World Scientific Publishing, Hackensack, 2011.
- 8. G. Chen, X. Cheng and Y. Zou, On Canformal transformations between two (α, β)
metrics, Diff. Geom. Appl. 31(2013), 300-307.
- 9. X. Cheng and Z. Shen, A class of Finsler metrics with isotropic S-curvature, Israel J.
Math. 169(2009), 317-340.
- 10. S.S. Chern and Z. Shen, Reimann-Finsler Geometry, Nankai Tracts Math, World Scientific, 2005.
- 11. A. Deicke, Uber die Finsler-Raume mit ¨ Ai = 0, Arch. Math. 4(1953), 45-51.
- 12. A. Fialkow, The conformal theory of curves. Trans. Am. Math. Society. 51(1942), 435-
497.
- 13. S. Ishihara, On infinitesimal concircular transformations, Kˆodai Math. Sem. Rep.
12(1960), 45-56.
- 14. S. Ishihara and Y. Tashiro, On Riemannian manifolds admitting a concircular transformation, Math. J. Okayama Univ. 9 (1959), 19-47.
- 15. W. K¨uhnel, and H-B. Rademacher, Conformal diffeomorphisms preserving the Ricci
tensor, Proc. American. Math. Soc. 123(1995) , 2841–2848.
- 16. W. K¨uhnel, Conformal Transformations between Einstein Spaces, 1988, Volume 12.
- 17. M. Maleki and N. Sadeghzadeh, On conformally related spherically symmetric Finsler
metrics, Int. J. Geom. Meth. Modern. Phys. 13(10) (2016), 1650118, 16 pages.
- 18. S. Masoumi, Projective vector fields on special (α, β)-metrics, Journal of Finsler Geometry and its Applications, 1(2) (2021), 83-93.
- 19. X. Mo and H. Zhu, On a class of locally projectively flat general (α, β)-metrics, Bull.
Korean. Math. Soc. 54(2017), 1293-1307.
- 20. M. Obata, Conformal transformations of Riemannian manifolds, J. Differential Geom.
4(1970), 311-333.
- 21. S. F. Rutz, Symmetry in Finsler spaces, Contemporary Math. 196(1996), 289-300.
- 22. Z. Shen, Differential Geometry of Spray and Finsler Spaces, Kluwer Academic Publishers, (2001).
- 23. Z. Shen and G. Yang, On concircular transformations in Finsler geometry, Results.
Math. 74(2019), 162.
- 24. Z. Shen and C. Yu, On a class of Einstein Finsler metrics, Int. J. Math. 25(04) (2014),
1450030.
- 25. Y. Tashiro, Complete Riemannian manifolds and some vector fields, Trans. Amer. math.
Soc. 117(1965), 251-275.
- 26. W.O.K. Vogel, Transformationen in Riemannschen Ra¨umen, (German) Arch. Math.
(Basel). 21 (1970-71), 641-645.
- 27. Q. Xia, On a Class of Finsler Metrics of Scalar Flag Curvature, Results Math. 71 (2017),
483-507.
- 28. K. Yano, On concircular geometry I, Proc. Imp. Acad. (Tokyo), 16(1940), 195-200.
- 29. C. Yu and H. Zhu, On a new class of Finsler metrics, Differ. Geom. Appl. 29(2011),
244-254.
|
