1. S.Bacso , Projective change between Finsler spaces with (α, β)−metric, Tensor, NS,55(1994), 85-99.
2. L. Y. Lee and H. S. Park, Finsler spaces with infinite series (α, β)−metric, Journal of Korean Mathematical Society, 41(3),1986, pp-567-589.
3. M. Matsumoto, Foundation of Finsler geometry and speial Finsler spaces, Kaiseisha Press, Saikawa, Otsu, 520, Japan, 1986
4. M. Matsumoto, The Berwald connection of a Finsler space with an (α, β)−metric, Ten-sor, 50(1),(1991), 18-21.
5. M. Matsumoto, Projectively flat Finsler spaces with (α, β)−metric, Rep. on Math. Phys.,30(1), 1991, 15-20.
6. M. Matsumoto, Theory of Finsler spaces with (α, β)−metric, Reports on mathematical Physics, 31(1), 1992, 43-83.
7. S. K. Narasimhamurthy, G. L. Kumari, C. S. Bagewadi and J. Sahyadri, On some projec-tively flat (α, β)−metrics, International Electronic Journal of Pure and Applied Mathe-matics, 3(3), 2011, 187-193.
8. S. K. Narasimhamurthy, Projectively flat Finsler space of Douglas type with weakly Berwald (α, β)−metric, International Journal of Pure Mathematical Sciences, Vol. 18, 2017, pp 1-12.
9. H.S. Park and E.S. Choi, On a Finsler space with with a special (α, β)−metric, Tensor, 56(2), 1995, 142-148.
10. H. S. Park and L. Y. Lee, On projectively flat Finsler spaces with (α, β)−metric, Com-munication of the Korean mathematical Society, 14(2), 1999, 373-383.
11. H. S. park et.al, Projective flat Finsler space with a certain (α, β)−metrics, Bull. Korean Math. Soc., 40(4), 2003, 649-661.
12. Z. Shen and G. C. Yildrim, On a class of projectively flat metrices with constant flag curvature, Canadian Journal of Mathematics, 60(2), 2008, 443-456.
13. B. Tiwari and M. Kumar, On Finsler space with a special (α, β)−metric, Journal of the Indian Math. Soc., 82(3-4), 2015, 207-218.
14. B. K. Tripathi, S. Khan and V. K. Chaubey, On projectively flat Finsler space with a cubic (α, β)−metric, Filomat, 37(26), 2023, 8975-8982.
15. G. Yang, On a class of Einstein- reversible Finsler metrics, Differential Geometry and its Applications, 60, 2018, 80-103.
)