Under Progress Papers:
2) S. Salami, The splitting field and generators of the elliptic surfaces, y^2=x^3 +t^360+1, in progress.
1) S. Salami and A. Shamsi Zargar, The splitting field and generators of Shioda's elliptic surfaces, y^2=x^3 +t^m+1, in progress.
Submitted Papers
5) S. Salami, T. Shaska, Rational Points in Weighted Projective Spaces over Finite Fields, https://arxiv.org/abs/2511.12812
4) S. Salami, Rank of Jacobian of the curves y^s=x(ax^r+b), Submitted and available at: http://arxiv.org/abs/2511.07680
3) S. Salami, On the rank of Jacobian of the curves y^s=ax^r+b, Submitted and available at: https://arxiv.org/abs/2510.27109
2) S. Salami and A. Shamsi Zargar, Generators and splitting field of certain elliptic K3 surfaces, Submitted and available at: http://arxiv.org/abs/2206.05372.
1) S. Salami and A. Shamsi Zargar, Quartic elliptic curves with sequences of consecutive powers, Submitted.
Accepted and Published Papers
18) J. Mello, S. Salami, E. Shaska, and T. Shaska, Rational Points and Zeta Functions of Humbert Surfaces with Square Discriminant, NATO Science for Peace and Security Series - D: Information and Communication Security, Volume 66: Abelian Surfaces and Isogeny-based Cryptography, pp. 92 - 122, (2025), DOI 10.3233/NICSP250004.
17) S. Salami and T. Shaska, Vojta's conjecture on weighted projective varieties, European Journal of Mathematics,
Vol. 11, article number 12, (2025), https://link.springer.com/article/10.1007/s40879-024-00804-7
16) S. Salami and T. Shaska, Local and Global heights on Weighted varieties, Houston Journal of Mathematics, Vol. 49, No. 3, pp: 603-636, (2023). Available at: https://arxiv.org/pdf/2204.01624.pdf
15) S. Salami, On the powerful values of polynomials over number fields, Albanian J. Math. Vol. 17 No. 2, pp: 142-165, (2023).
14) A. Mohajer, and S. Salami, Twists of Albanese varieties of abelian and dihedral covers of P^ℓ with large ranks over function fields, Comm. in Algebra 51, no. 8, pp. 3585-3591, (2023).
13) S. Salami and A. Shamsi Zargar, Rational θ-parallelogram envelopes via $\theta$-congruent elliptic curves, Inter. J. of Number Theory, Vol. 19, No. 07, pp.1681-1706, (2023).
12) S. Salami, On special matrices related to Cauchy and Toeplitz matrices, Caderno do IME-UERJ, No. 18, (2022). https://www.e-publicacoes.uerj.br/cadmat/article/view/67104
11) S. Salami and A. Shamsi Zargar, Families of cubic elliptic curves containing sequences of consecutive powers, Rocky Mountain J. Math., Vol. 51, No. 5, pp. 1833–1845, (2021).
10) Corrigendum to “The rational points on certain Abelian varieties over function fields” [J. Number Theory 195 (2019) 330–337], Journal of Number Theory, Vol. 227, pp. 306-307, (2021).
9) S. Salami and A. Shamsi Zargar, The θ-congruent number elliptic curves via Fermat-type algorithms, Bulletin of the Brazilian Mathematical Society, New Series, Vol. 52, pp. 893-908, (2021).
8) S. Salami, Twists of the Albanese varieties of cyclic multiple planes with large ranks over higher dimension function fields, Journal de Théorie des Nombres de Bordeaux, Tome 32, No 3, pp. 861-876, (2020).
7) S. Salami, A correction to the paper "On curves with split Jacobians", Comm. in Algebra, Vol. 48, No. 3, pp.1380-1381, (2020).
6) S. Salami, The rational points on certain Abelian varieties over function fields, J. Number Theory, Vol. 195, pp. 330–337,(2019).
5) A. S. Janfada and S. Salami, On the θ-congruent numbers on real quadratic number fields, Kodai Math. J. Vol 38, No.2, 352-364, (2015).
4) A. S. Janfada, S. Salami, A. Dujella, and J. C. Peral, On the high rank 𝝅/3 and 2𝝅/3-congruent number elliptic curves, Rocky Mount. J. Math. Vol. 44, No. 6 (2014).
3) Ali S. Janfada, S. Salami, Congruent numbers problem and the BSD conjecture on the rank of elliptic Curves, Farhang and Andisheh Riazi, 45, (2011) (in Persian).
2) Ali S. Janfada, S. Salami, On the high rank θ-congruent number elliptic curves, 41st Iranian Inter. Math. Conf. 12-15 September (2010).
1) Andrej Dujella, Ali S. Janfada, and Sajad Salami, A search for high rank congruent number elliptic curves, Journal of integer sequences, Vol 12, Issue 5, Article 09.5.8, (2009).
Survey Papers:
1) S. Salami, Primitive Pythagorean Triples: A survey, 2025, PDF
2) S. Salami, The Birch and Swinnerton-Dyer Conjecture: A survey, 2025, PDF
Lecture notes (Brazilian Portuguese)
1) Algebra I, PDF-11-2025
2) Algebra II, PDF-11-2025
3) Algebra III, PDF-11-2025
4) Algebra Linear, PDF-09-2023