[1]  Hardy G H. Note on a theorem of Hilbert. Math. Z., 6(3-4):314{317}, 1920.
                                                                                                                [2]  Hardy G H. Notes on some points in the integral calculus (LX). Messenger of Mathematics,
                                                                                                                         54:150{156, 1925.
                                                                                                                [3] Sulaiman WT. Reverses of Minkowski's, Hölder's and Hardy's integral inequalities.  Int. J.
                                                                                                                     Mod.Math. Sci. 1 (2012), no. 1, 14-24.
                                                                                                                [4] Benaissa B.  More on reverses of Minkowski's inequalities and Hardy's integral inequalities.
                                                                                                                     Asian-European Journal of Mathematics. 13 (2020), no. 03, 2050064.
                                                                                                                [5] Benaissa  B,  Benguessour  A.  Reverses Hardy-type inequalities via Jensen's integral
                                                                                                                        Inequality . Math Montis. 52 (2021): 43-51.
                                                                                                                [6]  Hilger  S.  Ein Maℬkettenkalkul mit Anwendung auf Zentrumsmannigfaltigkeiten.  Ph.D. thesis,
                                                                                                                     Universitat Wurzburg, 1988.
                                                                                                                [7]  Sroysang  B. A generalization of some integral inequalities similar to Hardy's inequality.
                                                                                                                     Math. Aeterna. 3 (2013), no. 7, 593-596.
                                                                                                                 [8] Agarwal  R,  O'Regan  D,  Saker  S.   Dynamic inequalities on time scales. vol. 2014,
                                                                                                                       Springer, 2014.                                  
                                                                                                                 [9]  Bohner   M,   Peterson  A.  Dynamic equations on time scales.  Birkhauser Boston,Inc., Boston,
                                                                                                                       MA, 2001, An introduction with applications. MR 1843232.
                                                                                                                 [10]  Saker SH,  Rezk  HM,   Abohela  I,   Baleanu D. Refinement multidimensional dynamic   
                                                                                                                    inequalities with general kernels and measures . Journal of Inequalities and Applications, 2019(1),
                                                                                                                     pp.1-16.
                                                                                                                [11]  Hamiaz  A,  Abuelela W, Saker SH,  Baleanu D. Some new dynamic inequalities with several           
                                                                                                                      functions of Hardy type on time scales. Journal of Inequalities and Applications. 2021 Dec,    
                                                                                                                      2021(1):1-5.
                                                                                                                [12]  Saker SH, Osman MM, Anderson DR. On a new class of dynamic Hardy-type inequalities and   
                                                                                                                        some relate  generalizations. Aequationes mathematicae. 2021 Jul 1:1-21.
                                                                                                                [13] El-Deeb   A, Makharesh  S, Nwaeze  E, Iyiola  O, Baleanu D. On nabla conformable   fractional 
                                                                                                                       Hardy-type inequalities on arbitrary time scales. Journal of Inequalities  and Applications, 
                                                                                                                       2021(1), pp.1-23.
                                                                                                                [14] El-Deeb  A,  Makharesh  S,  Askar  S, Baleanu  D.  Bennett-Leindler  nabla type
                                                                                                                       inequalities via conformable fractional derivatives on time scales. AIMS Mathematics, 7(8),
                                                                                                                       p. 14099–14116.
                                                                                                                [15]  Kayar  Z, Kaymakçalan B. Applications of the novel diamond alpha Hardy–Copson type dynamic 
                                                                                                                       inequalities to half linear difference equations. Journal of Difference Equations and Applications.
                                                                                                                      2022 Apr 3;28(4):457-84.  
                                                                                                                [16]  El-Deeb  A, Elsennary  H,  Baleanu  D. Some new Hardy-type inequalities   on time
                                                                                                                          scales. Advances in Difference Equations, 2020(1), pp.1-21.
                                                                                                                [17] El-Deeb  A,  Makharesh  S,  Baleanu  D.  Dynamic Hilbert-Type Inequalities with
                                                                                                                         Fenchel-Legendre Transform. Symmetry, 12(4), p.582.
                                                                                                                 [18]  El-Deeb  A, Rashid  S, Khan  Z, Makharesh  S. New dynamic Hilbert-type
                                                                                                                          inequalities in two independent variables involving Fenchel–Legendre transform. Advances in
                                                                                                                          Difference Equations, 2021(1), pp.1-24.
                                                                                                                [19] El-Deeb  A, Makharesh, S, Askar  S,  Awrejcewicz  J.  A Variety of Nabla Hardy’s
                                                                                                                        Type Inequality on Time Scales. Mathematics, 10(5), p.722.
                                                                                                                [20] El-Deeb  A,  Awrejcewicz  J. Novel Fractional Dynamic Hardy–Hilbert-Type.
                                                                                                                        Inequalities on Time Scales with Applications. Mathematics, 9(22), p.2964.
                                                                                                                [21] El-Owaidy, H,  El-Deeb  A, Makharesh S, Baleanu  D, Cesarano  C. On some
                                                                                                                [22] El-Deeb  A,   Elsennary  H, Cheung W, Some reverse Holder inequalities
                                                                                                                        with Specht's ratio on time scales, J. Nonlinear Sci. Appl. 11 (2018), no. 4, 444{455}.