- 1. H. Akbar-Zadeh, Initiation to Global Finslerian Geometry, North-Holland Mathematical
Library, 2006.
- 2. S. B´acs´o and M. Matsumoto, Projective changes between Finsler spaces with (α, β)-
metrics, Tensor, N.S. 55(1994), 252-257.
- 3. S. B´acs´o and M. Matsumoto, On Finsler spaces of Douglas type, A generalization of
notion of Berwald space, Publ. Math. Debrecen. 51(1997), 385-406.
- 4. L. Berwald, On Finsler and Cartan geometries, III. Two-dimensional Finsler spaceswith
rectilinear extremals, Ann. Math. 42(20) (1941), 84-112. 3(1997), 161-204.
- 5. G. Chen and X. Cheng, A class of Finsler metrics projectively related to a Randers
metric, Publ. Math. Debrecen. 5211(2012), In Print.
- 6. X. Cheng and Z. Shen, A class of Finsler metrics with isotropic S-curvature, Israel J.
Math. 169(2009), 317-340.
- 7. X. Chen and Z. Shen, Randers metrics with special curvature properties, Osaka J. of
Math, 40(2003), 87-101.
- 8. N. Cui and Y. B. Shen, Projective change between two classes of (α, β)-metrics, Diff.
Geom. Appl. 27(2009), 566-573.
- 9. M. Hashiguchi and Y. Ichijy¯o, Randers spaces with rectilinear geodesics, Rep. Fac. Sci.
Kagoshima Univ. (Math. Phys. Chen). 13(1980) 33-40.
- 10. M. Hashiguchi and Y. Ichijy¯o, On Some special (α, β)-metrics, Rep. Fac. Sci., Kagoshima
Univ. 8(1975), 39-46.
- 11. I-Y. Lee and M-H Lee, On weakly-Berwald spaces of special (α, β)-metrics, Bull. Korean.
Math. Soc. 43(2) (2006), 425-441.
- 12. I-Y. Lee and H-S. Park, Finsler spaces with infinite series (α, β)-metric, J. Korean Math.
Soc. 41(3) (2004), 567-589.
- 13. M. Matsumoto, On C-reducible Finsler spaces, Tensor, N. S. 24(1972), 29-37.
- 14. M. Matsumoto, Projective changes of Finsler metrics and projectively flat Finsler spaces,
Tensor N.S. 34(1980), 303-315.
- 15. M. Matsumoto, A special class of locally Minkowski spaces with (α, β)-metric and conformally flat Kropina spaces, Tensor, N.S. 50(1991), 202-207.
- 16. X. Mo, On the non-Riemannian quantity H of a Finsler metric, Diff. Geom. Appl.
27(2009) 7-14.
- 17. B. Najafi, Z. Shen and A. Tayebi, On a projective class of Finsler metrics, Publ. Math.
Debrecen. 70(2007), 211-219.
- 18. B. Najafi, Z. Shen and A. Tayebi, Finsler metrics of scalar flag curvature with special
non-Riemannian curvature properties, Geom. Dedicata. 131(2008), 87-97.
- 19. G. Randers, On an asymmetric metric in the four-space of general relativity, Phys. Rev.
59(1941), 195-199.
- 20. A. Rapcs´ak, Uber die bahntreuen Abbildungen metrisher R¨aume ¨ , Publ. Math. Debrecen,
8(1961), 285-290.
- 21. Z. Shen, Differential Geometry of Spray and Finsler Spaces, Kluwer Academic Publishers, 2001.
- 22. Z. Shen, Volume comparison and its applications in Riemann-Finsler geometry, Advances. Math. 128(1997), 306-328.
- 23. Y. B. Shen and Y. Yu, On projectively related Randers metric, Inter. J. Math. 19(5)
(2008), 503-520.
- 24. Y. B. Shen and L. Zhao, Some projectively flat (α, β)-metrics, Science in China, Series
A: Math. 49(6), 838-851.
- 25. Z. Szab´o, Positive definite Berwald spaces, Tensor, N.S. 35(1981), 25-39.
- 26. D. Tang, On the non-Riemannian quantity H in Finsler geometry, Diff. Geom. Appl.
29(2011), 207-213.
- 27. Y. Yu and Y. You, Projective equivalence between an (α, β)-metric and a Randers metric,
Publ. Math. Debrecen, 5351(2012), In Print.
- 28. M. Zohrehvand and M. M. Rezaii, On projectively related of two special classes of (α, β)-
metrics, Diff. Geom. Appl. 29(5)(2011), 660-669.
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