[94] S.H. Rasouli, On a nonlinear system arising in a theory of thermal explosion, Accepted for publication, BSPdM, 2017.
[93] S.H. Rasouli, M. Fani, S. Khademloo, Existence of signchanging solutions for a nonlocal problem of $p$Kirchhofftype, Accepted for publication, MJOM, 2017.
[92] S.H. Rasouli, On a Picone's identity for the $mathcal{A}_{p(x)}$Laplacian and its applications , Accepted for publication, BIMS, 2017.
[91] S.H. Rasouli, On the existence and multiplicity results for a class of elliptic problems with singular weights and failing zeroes, accepted for publication, Bul. Tra.Uni. Bra, Series III: Mathematics, Informatics, Physics, 2017.
[90] S.H. Rasouli and H. Norouzi, On a nonlinear system involving the variable exponent operator, Stu.Sci.Math.Hun,accepted for publication, 2017.
[89] S.H. Rasouli and K. Fallah, The Nehari manifold approach for a p(x)Laplacian problem with nonlinear boundary conditions, UMZH, Accepted for publication, 2017.
[88] ON THE EXISTENCE OF POSITIVE WEAK SOLUTIONS FOR A CLASS OF CHEMICALLY REACTING SYSTEMS WITH SIGNCHANGING WEIGHTS, Bul. Tra.Uni. Bra • Vol 9(58), No. 2  2016 Series III: Mathematics, Informatics, Physics, 7178.
[87] S. Khademloo, S.H. Rasouli and M. Mirzaee, Multiple solutions for a perturbed fourthorder problem on $\mathbb{R}^{N}$", accepted for publication , Int. J. Appl. Com. Math, 2016.
[86] S.H. Rasouli, On a class of infinite semipositone nonlinear systems with multiple parameters, accepted for publication, JIMS, 2016.
[85] S.H. Rasouli, Z. Firouzjahi, ON A CLASS OF NONLINEAR INFINITE SEMIPOSITONE PROBLEMS WITH SIGNCHANGING WEIGHTS, ROMAI J., v.11, no.2(2015), 201–206.
[84] S.H. Rasouli; Existence of solutions for singular (p,q)Kirchhoff type systems with multiple parameters, Electron. J. Diff. Equ., Vol. 2016 (2016), No. 69, pp. 18.
[83] S.H. Rasouli and B. Salehi, On the existence of nontrivial solutions for nonlocalelliptic Kirchhoff type problems with nonlinear boundary conditions, accepted for publication, Fasc. Math. 2015.
[82] Maryam Hosseini, Azizollah Babakhani, Hamzeh Agahi, Sayyed Hashem Rasouli, On pseudofractional integral inequalities related to Hermite–Hadamard type, Soft Comput ,DOI 10.1007/s0050001519103, 2015.
[81] S.H. Rasouli and Z. Firouzjahi, "On a $p$Kirchhoff type problem arising in ecosystems", Math. Sci, 9 (2), 2015, 109112.
[80] S.H. Rasouli, An ecological model with the $p$Laplacian and diffusion, Int. Jour. Biomath, 9, 2016, 17.
[79] S.H. Rasouli and K. Fallah, "Multiple positive solutions for a variable exponent problem with nonlinear boundary conditions", accepted for publication, PMJ, 2015.
[78] S.H. Rasouli and B. Salehi, Positive solutions for a class of chemically reacting systems with signchanging weights, WJMS, 11, 2015, 1519.
[77] S. H. Rasouli, M. B. Ghaemi, G. A. Afrouzi, , M. Choubin, "ON THE EXISTENCE OF POSITIVE SOLUTIONS FOR A CLASS OF INFINITE SEMIPOSITONE PROBLEMS" , U.P. B. Sci. Bull, 38, 2014, 187195.
[76] S.H. Rasouli and Z. Firouzjahi, On a class of singular pLaplacian semipositone problems with signchanging weight, JAAC, 4(4) (2014) 383388.
[75] S.H. Rasouli and H. Norouzi, An existence result for a class of chemically reacting systems with signchanging weights, , JPDE, 28,2015, 18.
[74] S.H. Rasouli, A. Ghourbani, A new fixed point theorem for nonlinear contractions of AlberGuerre Delabriere type in fuzzy metric spaces , AFMI, 9, 2015, 573579.
[73] S.H. Rasouli, Hamid Norouzi , On a class of Kirchhoff type systems with nonlinear boundary condition, BIMS, 41 ,2015, 12991313.
[72] S.H. Rasouli, "On a PDE involving the variable exponent operator with nonlinear boundary conditions", MJOM, 12 (3) 2015, 821837.
[71] S.H. Rasouli, "On a class of singular elliptic system with combined nonlinear effects", Act. Univ. Apu, 38, 2014, 187195.
[70] S.H. Rasouli, M. Choubin, G.A. Afrouzi, M.B. Ghaemi, On the existence of positive weak solutions for a class of (p,q)Laplacian nonlinear elliptic system with signchanging weights , Afr. Mat, 26, 2015, 863869.
[69] S.H. Rasouli, K. Fallah, On a class of elliptic systems involving the p(x)Laplacian and nonlinear boundary conditions, J. Con. Math. Anal, 49 (4) (2014) 4760.
[68] S.H. Rasouli, M.H. Malekshah, Coupled fixed point results for mappings without mixed monotone property in partially ordered Gmetric spaces , JOEMS, 22, 2014, 471475.
[67] S.H. Rasouli and M. Nategh, Mountain pass solution to a class of nonlinear problems involving the p(x)Laplacian operator, IJMS, 14 (2013), 3642.
[66] S.H. Rasouli and M.H. Malekshah, Coincidence and common fixed point theorem for a sequence of partially weakly increasing mapping in ordered Gmetric spaces, IJMS, 15, 2014, 4054.
[65] S.H. Rasouli and M. Choubin, The Nehari manifold approach for a class of $n\times n$ nonlinear elliptic systems, Mon. für Mathematik, 173 (2014) 605623.
[64] M. Choubin, S.H. Rasouli, M.B. Ghaemi and G.A. Afrouzi, Positive solutions for a class of infinite semipositone problems involving the pLaplacian operator, Le .Math, LXVIII (2013) 159166.
[63] S.H. Rasouli, On the existence and multiplicity results for a class of elliptic problems with singular weights and failing zeroes, accepted for publication, AEJM, 2013.
[62] S.H. Rasouli, " On the existence and nonexistence of positive solutions for a class of singular infinite semipositone problems", Lob.Jour.Math, 34(2), 2013, 207211.
[61] S.H. Rasouli, “A remark on the existence of positive solution for a class of $(p,q)$ Laplacian nonlinear system with multiple parameters and signchanging weight" , JPDE, 26 (2) , 2013, 18.
[60] S.H. Rasouli, "A population biological model with a singular nonlinearity", Appl.Math, 59 (3), 2014, 257264.
[59] M. B. Ghaemi, G. A. Afrouzi, S. H. Rasouli, M. Choubin, "On the existence of positive solutions for a class of ($\bold{p(x),q(x)}$)Laplacian system" , Applied Mathematics Letters, 26 (2013) 367372.
[58] S.H. Rasouli and M. Bahrampour, A remark on coupled fixed point theorems in partially ordered Gmetric spaces , NSJM, 44(1) 2014, 5358.
[57] S.H. Rasouli and M. Bahrampour, 'Coupled coincidence point theorems for mixed monotone nonlinearoperator in partially ordered Gmetric spaces', Le Math, LXVIII, 2013, 117129 .
[56] S.H. Rasouli and M. Bahrampour, Quadruple fixed point theorems in partially ordered metric spaces, IJMS, 13(1) (2013) 2846.
[55] S.H. Rasouli, G.A. afrouzi and J. Vahidi, A variational approach to a quasilinear multiparameter elliptic system involving the pLaplacian and nonlinear boundary condition, Arab. J. Math. 1, 2012, 34761.
[54] S.H. Rasouli and F. Rezvani, On the existence of positive solutions for infinite positone problems with signchanging weight function, The 1st National Conference on Mathematics and its Applications in Engineering Sciences, 2223 Februrary 2012, Islamic Azad University, Jouybar Branch, Iran.
[53] S.H. Rasouli and Z. Mashhadban, On a class of (p,q)Laplacian system with signchanging weight and combined nonlinear effects, The 1st National Conference on Mathematics and its Applications in Engineering Sciences, 2223 Februrary 2012, Islamic Azad University, Jouybar Branch, Iran.
[52] S.H. Rasouli, On the existence of positive solutions for a class of infinite semipositone systems with singular weights, Thai.J.Math, 11, 2013, 103110.
[51] S.H. Rasouli, Z. Halimi and Z. Mashhadban, A note on the existence of positive solution fora class of Laolacian nonlinear system with signchanging weight, TJMCS, 3 (2011) 339345.
[50] M.B. Ghaemi, G.A. Afrouzi, S.H. Rasouli and M. Choubin, On critical exponent for the existence andmultiplicity of positive weak solutions for a class of (p,q)Laplacian nonlinear system, TJMCS, 3 (2011) 432439.
[49] S.H. Rasouli, M. Bahrampour, A remark on the coupled fixed point theorems for mixed monotone operators inpartially ordered metric spaces, TJMCS, 3 (2011) 246261.
[48] S.H. Rasouli, K. Fallah, The Nehari manifold for a quasilinear elliptic equation withsingular weights and nonlinear boundary conditions. TJMCS, 3 (2011) 262277.
[47] S.H. Rasouli , "On a class of nonlinear elliptic systems involving (p,q)Laplacian" , AJM , 2 (2012) 7681.
[46] S.H. Rasouli , "On the existence of positive solution for a class of nonlinear elliptic system with multiple parameters and singular weights" , CKMS ,27 ,2012, 557564.
[45]S.H. Rasouli and G.A. Afrouzi , "A note on the existence of positive solution for a class of nonlinear Laplacian systems with multiple parameters and signchanging weight" , JIMS , 79 ( 2012), 153159.
[44] S.H. Rasouli, G.A. Afrouzi and J. Vahidi , "On positive weak solutions for some nonlinear elliptic boundary value problems involving the pLaplacian" , TJMCS , 94101 , 2011.
[43] S.H. Rasouli , Z. Halimi and Z. Mashhadban , "A remark on positive solution for a class of (p,q)Laplacian nonlinear system with signchanging weight and combined nonlinear effects" , TJMCS , 126134 , 2011.

 [42] G. A. Afrouzi, S. Shakeri, S. H. Rasouli , "ON THE FUZZY METRIC SPACES" , TJMCS , 475482 , 2011. [41] S.H. Rasouli and G.A. Afrouzi , "On the existence, nonexistence and uniqueness of positive weak solutions for nonlinear multiparameter elliptic systems involving the (p,q)Laplacian" , JIMS , 78 ( 2011), 163172. [40] S.H. Rasouli , Z. Halimi and Z. Mashhadban , "A note on the existence of positive weak solution for a class of Laplacian nonlinear system with signchanging weight" , The 1 Regional Conference on Mathematics and its Applications in Engineering Sciences , 2010. [39] S.H. Rasouli and G.A. Afrouzi , "On the nonexistence and uniqueness of positive weak solutions for nonlinear multiparameter elliptic systems involving the (p,q)Laplacian" , International Conference on Mathematical Science, Bolu, Turkey , 2010. [38] Pavel Drabek and S.H. Rasouli , "A quasilinear eigenvalue problem with Robin conditions on the non smooth domain of finite measure" , journal for analysis and its applications , 469485 , 2010. [37] S.H. Rasouli , Z. Halimi and Z. Mashhadban , "A remark on the existence of positive weak solution for a class of $(p,q)$Laplacian nonlinear system with signchanging weight " , Nonlinear Analysis , 385389 , 2010. [36] S.H. Rasouli and G.A. Afrouzi , "The Nehari manifold for a class of concave–convex elliptic systems involving the pLaplacian and nonlinear boundary condition" , Nonlinear Analysis , 33903401 , 2010. [35] G.A.Afrouzi and S.H.Rasouli , "A remark on the existence of multiple solutions to a multiparameter nonlinear elliptic system" , Nonlinear Analysis , 445455 , 2009. [34] G.A.Afrouzi and S.H.Rasouli , "A variational approach to a quasilinear elliptic problem involving the p Laplacian and nonlinear boundary condition" , Nonlinear Analysis , 24472455 , 2009. [33] G.A.Afrouzi and S.H.Rasouli , "A remark on the existence and multiplicity result for a nonlinear elliptic problem involving the pLaplacian " , NoDEA : Nonlinear Differential Equations and Applications , 2009. [32] G. A. Afrouzi, J. Vahidi and S.H.Rasouli , "On critical exponent for existence of positive solutions for some semipositone problems involving the weight function" , IJMA , 987991 , 2008. [31] G. A. Afrouzi, J. Vahidi and S.H.Rasouli , "On critical exponent for existence of positive weak solutions for a class of semipositone problems involving the pLaplacian operator" , IJMA , 993998 , 2008. [30] G. A. Afrouzi, J. Vahidi and S.H.Rasouli , "A note on the existence of positive solution for a nonlinear semipositone system" , , IJMA , 10151021 , 2008. [29] G. A. Afrouzi, J. Vahidi and S.H. Rasuli , "A remark on the existence of positive solution to a nonlinear semipositone system involving the weight function" , IJMA , 10231029 , 2008. [28] G. A. Afrouzi and S.H.Rasouli , "A remark on the linearized stability of positive solutions for systems involving the pLaplacian" , POSITIVITY , 351356 , 2007. [27] G. A. Afrouzi, S. Heidarkhani and S.H.Rasouli , "On the minimax inequality for a special class of functionals" , WJMS , 220224 , 2007. [26] G. A. Afrouzi and S.H. Rasouli , "On the existence and stability properties of positive solution for some pLaplacian Dirichlet problems" , WJMS , 2126 , 2007. [25] G. A. Afrouzi and S.H. Rasouli , ", A remark on a nonlinear system of reactiondiffusion equations" , IMJ , 179185 , 2007. [24] G. A. Afrouzi and S.H. Rasouli , "A note on the existence and stability properties of positive solution for some Dirichlet problems" , IMJ , 195201 , 2007. [23] G. A. Afrouzi and S.H.Rasouli , "On the instability of positive solution of an elliptic equation" , IMJ , 137142 , 2007. [22] G. A. Afrouzi and S. H. Rasouli , "Population models involving the PLaplacian with indefinite weight and constant yeild harvesting" , Chaos, Solitons & Fractals , 404408 , 2007. [21] G. A. Afrouzi, S.H. Rasouli and M. Bagheri , "On positive weak solutions for a class of semipositone equations" , WJMS , 286288 , 2007. [20] G. A. Afrouzi and S.H.Rasouli , "On the instability of positive solution of an BV elliptic equation" , IJMS , 2327 , 2007. [19] G. A. Afrouzi and S.H. Rasouli , "On a Nonlinear system of ReactionDiffusion Equations " , Nonlinear Analysis: Modelling and Control , 115121 , 2006. [18] G. A. Afrouzi and S.H. Rasouli , "A remark on the existence of positive solutions for a reactiondiffusion system" , Int. J. Contemp. Math. Sciences , 673678 , 2006. [17] G. A. Afrouzi and S. H. Rasouli , "Stability properties of nonnegative solutions to a non attonomous pLaplacian equation" , , Chaos, Solitons & Fractals , . 10951099 , 2006. [16] G. A. Afrouzi, S. h. Rasouli and R. Sedaghat , "Population models with indefinite weight and constant yeild harvesting" , Far East Journal of mathematical Sciences , 141135 , 2006. [15] G. A. Afrouzi, S. H. Rasouli and R. Sedaghat , "Diffusive logistic equation with indefinite weight and constant yield harvesting" , J. Basic Science , 79 , 2006. [14] G. A. Afrouzi and S. H. Rasouli , "Instability of positive solutions for population models involving PLaplacian operator" , GJPAM , 5154 , 2006. [13] G. A. Afrouzi and S. H. Rasouli , "An existence results on positive solutions for a quasilinear reactiondiffusion system" , IJAER , 7176 , 2006. [12] G. A. Afrouzi and S.H.Rasouli , "A remark on the existence of positive solutions for some elliptic systems" ,ATAM , 109113 , 2006. [11] G. A. Afrouzi and S.H. Rasouli , "On critical exponent for instability of positive solutions to a reaction diffusion system involving the (p,q)Laplacian" , IJNS , 6164 , 2006. [10] G. A. Afrouzi and S.H.Rasouli , "On positive solutions for some nonlinear semipositone elliptic boundary value problems" , , Nonlinear Analysis: Modelling and Control , 323329 , 2006. [9] G. A. Afrouzi and S. H. Rasouli , "A remark on the uniqueness of positive solution for some Dirichlet problems" , Nonlinear Analysis , 27732777 , 2006. [8] G. A. Afrouzi and S. H. Rasouli , ", Stability properties of positive solutions for a boundary value problem" ,IJCMS , 213217 , 2006. [7] G. A. Afrouzi and S. H. Rasouli , "A remark on the instability of positive solutions to a diffusive logistic equation" , , IJCMS , 219222 , 2006. [6] G. A. Afrouzi and S. H. Rasouli , ", Existence of solutions to a nonautonomous PLaplacian equation" , , IJNS, 124128 , 2006. [5] G. A. Afrouzi and S.H.Rasouli , "On Dirichlet boundary value problem for some quasilinear Elliptic systems" ,IJDE , 177180 , 2006. [4] G. A. Afrouzi and S. H. Rasouli , "A note on the stability and uniqueness of positive solutions for some boundary value problems " , , Far East Journal of Dynamical systems , 145151 , 2005. [3] G. A. Afrouzi and S. H. Rasouli , "A remark on the nonexistence of positive solutions for some PLaplacian systems" , Global J. Pure & Appl. Math , 197201 , 2005. [2] G. A. Afrouzi and S. H. Rasouli , "Instability of nonnegative solutions for a boundary value problem with indefinite weight function" , , Global J. Pure & Appl. Math , 912 , 2005. [1] G. A. Afrouzi and S. H. Rasouli , "Instability and existence results to a nonautonomous two points boundary value problems" , Global J. Pure & Appl. Math , 151155 , 2005. 

