[26] S. Alarcón, A.L.A. de
Araujo, L.F.O. Faria and L. Iturriaga, On radial solutions for some
elliptic equations involving operators with unbounded
coefficients in exterior domains, preprint.
[25] S. Alarcón, A. Ritorto and A. Silva, Multiple standing wave solutions for the fractional nonlinear Schrödinger equation, preprint.
[24] S. Alarcón and P. Quijada, Positive solutions for a weighted Brezis-Nirenberg type equation involving a slightly supercritical Hénon exponent, preprint.
[23] S. Alarcón, B. Barrios and A. Quaas, Linear non-degeneracy and uniqueness of the bubble solution for the critical fractional Hénon equation in IR^N, preprint.
[22] S. Alarcón and N. González, Existence and multiplicity of solutions for some one-dimensional fractional problems, preprint.
[21] S. Alarcón, L. Iturriaga and A. Ritorto, Nonnegative solutions for the fractional Laplacian involving a nonlinearity with zeros, Manuscripta Math. 167 (2022), 345-363.
[20] S. Alarcón, A. Ritorto and A. Silva, Existence and nonexistence of solutions for the fractional nonlinear Schrödinger equation, Math Meth Appl Sci. 44 (2021),1-22.
[19] S. Alarcón and J. Tan, Sign-changing solutions for some nonhomogeneous nonlocal critical elliptic problems, Discrete and Continuous Dynamical Systems - A 39 (2019), 5825-5846.
[18] S. Alarcón and N. Varela, Sign-changing solutions for a nonhomogeneous Paneitz-type problem, Mathematische Nachrichten 293 (2020), 618-617.
[17] S. Alarcón, Sign-changing solutions at the almost Hénon critical exponent, J. Math. Anal. Appl. 465 (2018) 624-642.
[16] S. Alarcón, J. García-Melián and A. Quaas, Optimal Liouville theorems for supersolutions of elliptic equations with the Laplacian, Ann. Sc. Norm. Super. Pisa Cl. Sci. 16 (2016) 129-158.
[15] S. Alarcón, M.A. Burgos-Pérez, J. García-Melián and A. Quaas, Nonexistence results for elliptic equations with gradient terms, J. Differential Equations 260 (2016) 758-780.
[14] S. Alarcón, G. Díaz and J.M. Rey, Large solutions of elliptic semilinear equations in the borderline case. An exhaustive and intrinsic point of view, J. Math. Anal. Appl. 431 (2015) 365-405.
[13] S. Alarcón and A. Pistoia, A Paneitz-type problem in pierced domains, Differential and Integral Equations 28 (2015) 823-838. Full Text of Preprint.
[12] S. Alarcón, J. García-Melián and A. Quaas, Existence and non-existence of solutions to elliptic equations with a general convection term, Proc. Roy. Soc. Edinburgh Sect. A 144 (2014) 225-239. Full Text of Preprint.
[11] S. Alarcón, J. García-Melián and A. Quaas, Liouville type theorems for elliptic equations with gradient terms, Milan J. Math. 81 (2013) 171-185. Full Text of Preprint.
[10] S. Alarcón, G. Díaz and J.M. Rey, The influence of sources terms on the boundary behavior of the large solutions of quasilinear elliptic equations. The power like case, Z. Angew. Math. Phys. 64 (2013) 659-677. Full Text of Preprint.
[9] S. Alarcón, J. García-Melián and A. Quaas, Nonexistence of positive supersolutions to some nonlinear elliptic problems, J. Math. Pures Appl. 99 (2013) 618-634. Full Text of Preprint.
[8] S. Alarcón and A. Quaas, Large viscosity solutions for some fully nonlinear equations, NoDEA Nonlinear Differential Equations Appl. 20 (2013) 1453-1472. Full Text of Preprint.
[7] S. Alarcón, L. Iturriaga and A. Quaas, Existence and multiplicity results for Pucci's operators involving nonlinearities with zeros, Calc. Var. 45 (2012) 443-454. Full Text of Preprint.
[6] S. Alarcón, J. García-Melián and A. Quaas, Existence and uniqueness of solutions to nonlinear elliptic equations without growth conditions at infinity, J. Anal. Math. 118 (2012) 83-104. Full Text of Preprint.
[5] S. Alarcón, J. García-Melián and A. Quaas, Keller-Osserman type conditions for some elliptic problems with gradient terms, J. Differential Equations, 252 (2012) 886-914. Full Text of Preprint.
[4] S. Alarcón, G. Díaz, R. Letelier and J.M. Rey, Expanding the asymptotic explosive boundary behavior of large solutions to a semilinear elliptic equation, Nonlinear Analysis TMA, 72 (2010) 2426-2443. Full Text of Preprint.
[3] S. Alarcón and A. Quaas, Large number of fast decay ground states to Matukuma-type equations, J. Differential Equations, 248 (2010) 866-892. Full Text of Preprint.
[2] S. Alarcón, Multiple solutions for a critical nonhomogeneous elliptic problem in domains with small holes, Pure Appl. Anal., 8 (2009) 1269-1289. Full Text of Preprint.
[1] S. Alarcón, Double-spike solutions for a critical inhomogeneous elliptic problem in domains with small holes, Proc. Roy. Soc. Edinburgh Sect. A, 138 (2008) 671-692. Full Text of Preprint.
[25] S. Alarcón, A. Ritorto and A. Silva, Multiple standing wave solutions for the fractional nonlinear Schrödinger equation, preprint.
[24] S. Alarcón and P. Quijada, Positive solutions for a weighted Brezis-Nirenberg type equation involving a slightly supercritical Hénon exponent, preprint.
[23] S. Alarcón, B. Barrios and A. Quaas, Linear non-degeneracy and uniqueness of the bubble solution for the critical fractional Hénon equation in IR^N, preprint.
[22] S. Alarcón and N. González, Existence and multiplicity of solutions for some one-dimensional fractional problems, preprint.
[21] S. Alarcón, L. Iturriaga and A. Ritorto, Nonnegative solutions for the fractional Laplacian involving a nonlinearity with zeros, Manuscripta Math. 167 (2022), 345-363.
[20] S. Alarcón, A. Ritorto and A. Silva, Existence and nonexistence of solutions for the fractional nonlinear Schrödinger equation, Math Meth Appl Sci. 44 (2021),1-22.
[19] S. Alarcón and J. Tan, Sign-changing solutions for some nonhomogeneous nonlocal critical elliptic problems, Discrete and Continuous Dynamical Systems - A 39 (2019), 5825-5846.
[18] S. Alarcón and N. Varela, Sign-changing solutions for a nonhomogeneous Paneitz-type problem, Mathematische Nachrichten 293 (2020), 618-617.
[17] S. Alarcón, Sign-changing solutions at the almost Hénon critical exponent, J. Math. Anal. Appl. 465 (2018) 624-642.
[16] S. Alarcón, J. García-Melián and A. Quaas, Optimal Liouville theorems for supersolutions of elliptic equations with the Laplacian, Ann. Sc. Norm. Super. Pisa Cl. Sci. 16 (2016) 129-158.
[15] S. Alarcón, M.A. Burgos-Pérez, J. García-Melián and A. Quaas, Nonexistence results for elliptic equations with gradient terms, J. Differential Equations 260 (2016) 758-780.
[14] S. Alarcón, G. Díaz and J.M. Rey, Large solutions of elliptic semilinear equations in the borderline case. An exhaustive and intrinsic point of view, J. Math. Anal. Appl. 431 (2015) 365-405.
[13] S. Alarcón and A. Pistoia, A Paneitz-type problem in pierced domains, Differential and Integral Equations 28 (2015) 823-838. Full Text of Preprint.
[12] S. Alarcón, J. García-Melián and A. Quaas, Existence and non-existence of solutions to elliptic equations with a general convection term, Proc. Roy. Soc. Edinburgh Sect. A 144 (2014) 225-239. Full Text of Preprint.
[11] S. Alarcón, J. García-Melián and A. Quaas, Liouville type theorems for elliptic equations with gradient terms, Milan J. Math. 81 (2013) 171-185. Full Text of Preprint.
[10] S. Alarcón, G. Díaz and J.M. Rey, The influence of sources terms on the boundary behavior of the large solutions of quasilinear elliptic equations. The power like case, Z. Angew. Math. Phys. 64 (2013) 659-677. Full Text of Preprint.
[9] S. Alarcón, J. García-Melián and A. Quaas, Nonexistence of positive supersolutions to some nonlinear elliptic problems, J. Math. Pures Appl. 99 (2013) 618-634. Full Text of Preprint.
[8] S. Alarcón and A. Quaas, Large viscosity solutions for some fully nonlinear equations, NoDEA Nonlinear Differential Equations Appl. 20 (2013) 1453-1472. Full Text of Preprint.
[7] S. Alarcón, L. Iturriaga and A. Quaas, Existence and multiplicity results for Pucci's operators involving nonlinearities with zeros, Calc. Var. 45 (2012) 443-454. Full Text of Preprint.
[6] S. Alarcón, J. García-Melián and A. Quaas, Existence and uniqueness of solutions to nonlinear elliptic equations without growth conditions at infinity, J. Anal. Math. 118 (2012) 83-104. Full Text of Preprint.
[5] S. Alarcón, J. García-Melián and A. Quaas, Keller-Osserman type conditions for some elliptic problems with gradient terms, J. Differential Equations, 252 (2012) 886-914. Full Text of Preprint.
[4] S. Alarcón, G. Díaz, R. Letelier and J.M. Rey, Expanding the asymptotic explosive boundary behavior of large solutions to a semilinear elliptic equation, Nonlinear Analysis TMA, 72 (2010) 2426-2443. Full Text of Preprint.
[3] S. Alarcón and A. Quaas, Large number of fast decay ground states to Matukuma-type equations, J. Differential Equations, 248 (2010) 866-892. Full Text of Preprint.
[2] S. Alarcón, Multiple solutions for a critical nonhomogeneous elliptic problem in domains with small holes, Pure Appl. Anal., 8 (2009) 1269-1289. Full Text of Preprint.
[1] S. Alarcón, Double-spike solutions for a critical inhomogeneous elliptic problem in domains with small holes, Proc. Roy. Soc. Edinburgh Sect. A, 138 (2008) 671-692. Full Text of Preprint.