My research focuses on number theory and arithmetic algebraic geometry, with a particular interest in the connections between various topics within these fields. Moreover, I am very curios to draw p-adic analogs of well-know structures and theories in archimedean side. I can mention the following keywords for my research interests: arithmetic of 1-motives, period space and p-adic periods, geometrization of Langlands program, non-abelian reciprocity, modular curves, Galois and representations, perfectoid spaces, class field theory of arithmetic schemes.
Mohajer M., "A Tate-Type Theorem for Crystalline Classes in the 1-Motivic Category" (preprint, pdf)
Mohajer M., Sebbar A., "P-adic Period Conjectures for 1-motives: Integration and Linear Relations" (preprint, pdf)
Mohajer M., "Linear relations of p-adic periods of 1-motives" (Doctoral thesis, pdf)
Mohajer M., "Reciprocity Laws and Galois representations" (Master's thesis)
Beilinson-Deligne conjecture for 1-motives (ongoing)
On the theory of motivic Galois groups and (tilted) perfectoid fields (ongoing)
Motivic modular curves
Motives, periods and Beilinson-Deligne conjecture on automorphic side
On the fully-faithfulness of crystalline realizations for 1-motives
Classifying supersingular 1-motives
Galois theory of motives