Mohamad Haerizadeh

Research interests:

◾ Representation theory of algebras

◾ τ-tilting theory and silting theory

◾ Stability conditions

◾ Cluster algebras 

Publications:

◾ Mohamad Haerizadeh and Siamak Yassemi. The non-decreasing condition on g-vectors. Journal of Algebra, 665: 571--595, 2025. (arXiv)

Preprints: 

◾ Mohamad Haerizadeh and Toshiya Yurikusa. Stable Brauer-Thrall II' conjecture for finite-dimensional Jacobian algebras. (arXiv)

◾  Mohamad Haerizadeh and Toshiya Yurikusa. Finite-dimensional Jacobian algebras: Finiteness and tameness. (arXiv)

◾ Mohamad Haerizadeh and Siamak Yassemi. The cones of g-vectors. (arXiv)

Talks:

◾ Mutations of Jacobian algebras, Seminar on Homological Algebra, SAHHAS, Universidad de Buenos Aires. Buenos Aires, Argentina, September 24th, 2025 (Slides)

◾ Generic decompositions of g-vectors, Tokyo-Nagoya Algebra Seminar, June 10th, 2025 (Slides)

Education:

Doctor of Philosophy (Mathematical Science) under the supervision of Siamak Yassemi, University of Tehran, Iran, 2025

Master of Mathematical Science under the supervision of Siamak Yassemi, University of Tehran, Iran, 2019