See also my Google Scholar page.

1. N. Lubbes, M. Makhul, J. Schicho, A. Warern, irreducible components of sets of points in the plane that satisfy distance conditions, Foundations of Computational Mathematics. [arXiv] [Journal]

2. M. Makhul, J. Schicho, A. Warern, On Galois groups of type-1 minimaly rigid graphs, Discrete and Computational Geometry. [arXiv] [Journal] 

3. M. Makhul, R. Pinchasi, On sets of points in general position that lie on a cubic curve in the plane and determine lines that can be pierced by few points, Studia Scientiarum Mathematicarum Hungarica. [arXiv] [Journal] 

4. M. Makhul, O. Roche-Newton, S. Stevens, A. Warren, The Elekes-Szabó Problem and the Uniformity Conjecture, Israel Journal of Mathematics (2022).  [arXiv]  [Journal] 

5. M. Makhul, A. Winterhof, Normality of the Thue-Morse function for finite fields along polynomial values,  Research in Number Theory. [arXiv] [Journal] 

6. M. Makhul, On the number of perfect triangles with a fixed angle, Discrete and Computational Geometry (2021). [arXiv], [Journal] 

7. M. Makhul, A. Warren, A. Winterhof, The Spherical Kakeya Problem in Finite Fields, SIAM Discrete Mathematics (2020). [arXiv], [Journal]  

8. M. Makhul, O. Roche-Newton, A. Warren, F. de Zeeuw, Constructions for the Elekes-Szabó and Elekes-Rónyai problems, Electronic Journal of Combinatorics (2020). [arXiv], [Journal] 

9. M. Makhul, J. Schicho, M. Gallet, Probabilities of incidence between lines and a plane curve over finite fields, Finite Fields and Their Applications (2020). [arXiv], [Journal] 

10. M.Makhul,  A family of four-variable expanders with quadratic growth, Moscow Journal of Combinatorics and Number Theory (2019). [arXiv], [Journal]  

11. M. Makhul, A. Lin, H. Nassajian Mojarrad, J. Schicho, K. Swanepoel, F. de Zeeuw, On sets defining few ordinary circles, Discrete and Computational Geometry (2018). [arXiv], [Journal] 

12. M. Makhul J. Shafaf, On Uniformly Boundedness of rational Set in the Plane, C. R. Acad. Sci. Paris, Ser. I (2012). [Journal] 

13. M. Makhul, Problem 11472 (A Generalization of a Putnam problem), The American Mathematical Monthly, 116(10): 941 (2009). [Journal] 

14.  M. Makhul, J. Schicho, An application of Bertini Theorem, Expository. [arXiv] 

15.  M. Makhul, No perfect triangle is isosceles, Expository. [arXiv]