Published and accepted papers

1.  dos Prazeres, Disson; Teymurazyan, Rafayel and  Urbano, José Miguel.  Improved regularity for a nonlocal dead-core problem. Indiana University Mathematics Journal. (2025)

2. dos Prazeres, Disson; Sobral, Aelson; Urbano, José Miguel. Cordes-Nirenberg type results for nonlocal equations with deforming kernels. J. Funct. Anal. 287 (2024), no. 9, Paper No. 110593, 33 pp.

3.  Nornberg, Gabrielle; dos PRAZERES, Disson and Quaas, Alexander .Fundamental solutions and critical Lane-Emden exponents for nonlinear integral operators in cones. J. Funct. Anal. 287 (2024), no. 4, Paper No 110487, 32 pp. 

4. Andrade, Pedra; dos PRAZERES, Disson and Santos, Makson. Regularity estimates for fully nonlinear integro-differential equations with nonhomogeneous degeneracy. NONLINEARITY, v. 37, p. 045009, 2024.

5. Amaral, M.; dos PRAZERES, Disson. Optimal Boundary Regularity for viscosity solutions of fully nonlinear elliptic equations. J. Differential Equations v. 338, p. 46-75, 2022.  

6. PIMENTEL, E. A. ; RAMPASSO, G. C. ; dos PRAZERES, Disson . A note on the density of the partial regularity result in the class of viscosity solutions. Revista de la UMA. 63, p. 397-411, 2022. 

7. dos PRAZERES, Disson; SOBRAL, A. . Regularity estimates for nonlocal equations with an asymptotic property. Partial Differ. Equ. Appl. 2, nº 3, Paper nº 33, 13 pp. .2021.

8. dos PRAZERES, Disson; Topp, E. Interior Regularity Results for Fractional Elliptic  Equations that Degenerate with the Gradient. J. Differential Equations 300 , 814-829. 2021

9. dos PRAZERES, Disson; DA SILVA, JOÃO VÍTOR ; QUORIN, H. . Non-existence of dead cores in fully nonlinear elliptic models. Communications in Comtemporary Mathematics v. 1, p. 2150039, 2021. 

10. CARDOSO, J. A. ; PRAZERES, D. S. DOS ; SEVERO, U. B. . Fractional Schrödinger equations involving potential vanishing at infinity and supercritical exponents. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v. 71, p. 129, 2020. 

11. DA SILVA, JOÃO VÍTOR ; dos PRAZERES, Disson . Schauder Type Estimates for -Flat- Viscosity Solutions to Non-convex Fully Nonlinear Parabolic Equations and Applications. POTENTIAL ANALYSIS, v. 1, p. 1, 2019. 

12. FELMER, PATRICIO ; dos PRAZERES, Disson ; TOPP, ERWIN . Interior regularity results for zeroth order operators approaching the fractional Laplacian. ISRAEL JOURNAL OF MATHEMATICS, v. 228, p. 835-861, 2018. 

13. dos PRAZERES, Disson; Teixeira, Eduardo V. . Asymptotics and regularity for flat solutions to fully nonlinear elliptic problems.. Annali della Scuola Normale Superiore di Pisa. Classe di Scienze (Testo Stampato), v. XV, p. 485-500, 2016. 

14. dos PRAZERES, Disson; Teixeira, Eduardo V. . Cavity problems in discontinuous media. Calculus of Variations and Partial Differential Equations, v. 55, p. 10, 2016. 

15. dos PRAZERES, Disson; WANG, YING . Symmetry results for positive solutions of mixed integro-differential equations. Journal of Mathematical Analysis and Applications (Print), v. xx, p. xx, 2016. 

16. dos PRAZERES, Disson; WANG, YING . Symmetry results for solutions of equations involving zero-order operators. Comptes Rendus. Mathématique, v. 354, p. 277-281, 2016. 

Submitted

1. Alcântara, Claudemir; Cardoso, José Anderson and dos PRAZERES, Disson. ON THE LIOUVILLE PROPERTY FOR DEGENERATE FULLY NONLINEAR EQUATIONS 2023

2. Araújo, Damião Júnio; dos PRAZERES, Disson ; Topp, Erwin. On fractional quasilinear equations with elliptic degeneracy 2023 (Submitted). 

Books:

1. dos PRAZERES, Disson; TEYMURAZYAN, R. ; SOBRAL, A. . The fractional Laplacian uncovered. 1. ed. rio de janeiro: Editora do IMPA, 2025. 91p