Journals

J1. Integer Points on the curve $Y^2=X^3 \pm p^kX.$ Mathematics of Computation , Vol. 75, 255, Pages 1493-1505, American Mathematical Society (2006).

J2. Practical Solution of the Diophantine Equation $y^2 = x(x + 2^ap^b)(x- 2^ap^b).$ Mathematics of Computation,, Vol. 75, 255, Pages 1493-1505, American Mathematical Society (2006) - Joint work with D. Poulakis

J3. The Ljunggren Equation revisited, Colloquium Mathematicum, Vol.109, Number 1, Pages 9-11, Inst. of Math.-Polish Academy of Sciences (2007).

J4. Explicit Chevalley-Weil Theorem for Affine Plane Curves. Rocky Mountain Journal of Mathematics, Vol.39, no.1, Pages 49-70, Rocky Mountain Mathematics Consortium (2009)- Joint work with D. Poulakis

J5. Solving the Diophantine Equation $y^2=x(x^2-n^2).$ Journal of Number Theory, Volume 129, Issue 1, Pages 102-121, Science Direct (2009) -Joint work with D. Poulakis

J6. Practical solution of the Diophantine Equation $X^{nr}+Y^{n}=q,$ Elemente der Mathematik, 66, Pages 19-25, European Mathematical Society (2011).

J7. On the number of Integer Points on the Elliptic Curve $y^2=x^3+Ax.$ International Journal of Number Theory, Vol.7(3), Pages 611-621, World Scientific (2011).

J8. An effective version of Chevalley-Weil Theorem for projective plane curves. Houston Journal of Mathematics, 38(1) (2012) - Joint work with D. Poulakis

J9. Integer Solutions of the Equation $y^2 = Ax^4 + B,$ Journal of Integer Sequences, vol.18 (4) (2015) (14 pages) - Joint work with Dr. Paraskevas K. Alvanos

J10. (EC)DSA lattice attacks based on Coppersmith's method, Information Processing Letters 116(8), Elsevier (2016), Pages 541–545.

J11. Improved attacks on knapsack problem with their variants and a knapsack type ID-scheme. Advances in Mathematics of Communication 2018, 12(3), Pages 429-449, American Institute of Mathematical Sciences - Joint work with A. Papadopoulou.

J12. Birthday type attacks to the Naccache-Stern Knapsack cryptosystem. Information Processing Letters, Vol. 138, October 2018, Pages 39 - 43, Elsevier - Joint work with N. Chatzis and M. Anastasiadis.

J13. Asymptotic formulas for Vasyunin cotangent sums. Applied Math. and Comp., Vol. 383, Oct. 2020, Elsevier- Joint work with G. Fikioris.

J14. Attacking (EC)DSA With Partially Known Multiples of Nonces, To appear in Information and Computation, Elsevier (with M. Adamoudis and D. Poulakis).

J15. Message recovery attack to NTRU using a lattice independent from the public key, To appear in Advances in Mathematics of Communications, Amer. Inst. of Math. Sciences, (with M. Adamoudis). [The version contained within this repository differs from the one published in the journal.]

J16. Descent methods for studying integer points on $y^{p}=f(x)g(x),$ for $p$ odd prime. To appear in Houston Journal of Mathematics.

Conferences

C1. Computation of Pell Numbers of the Form $px^2.$ Third International Conference, CAI 2009, Thessaloniki, Greece, May 19-22, 2009, Proceedings. LNCS 5725 , Springer (2009).

C2. Lattice Attacks on DSA schemes based on Lagrange's Algorithm, CAI 2013 (France), LNCS 8080, Pages 119-131, Springer (2011) - Joint work with D. Poulakis

C3. Balanced Integer solutions of linear equations, AMIMS 2013(Greece), Optimization and its Applications (SOIA), vol.91, Pages 173-188, Springer (2014).

C4. Implementing Private K- Means Clustering Using a LWE -based Cryptosystem, 2017 IEEE Symposium on Computers and Communications (ISCC) , Pages 88–93 - with A. Gounaris and A. Theodouli

C5. Solutions of hard knapsack problems using extreme pruning. 3rd CryCybIW, 26-27 May 2016, Athens, Greece, Optimization and its Applications (SOIA), vol.131, Pages 81-95, Springer (2018) - Joint work with A. Papadopoulou and E. Daravigkas.

C6. Enhancing an Attack to DSA Schemes, CAI 2019, p. 13-25. LNCS 11545, Springer, 2019 - with M. Adamoudis and D. Poulakis

Book Chapters

BC1. Product Subset Problem : Applications to number theory and cryptography, Book Chapter, Analysis, Cryptography and Information Science, Chapter 5, Vol. 10, World Scientific, 2023, - Joint work with V. Martidis and S. Tiganourias.