| ۱ | Strong stability preserving second derivative general linear methods based on Taylor series conditions for discontinuous Galerkin discretizations | A. Moradi-A. Abdi-G. Hojjati | Journal of Scientific Computing | 2024 |
| ۲ | On the construction of diagonally implicit two–step peer methods with RK stability | M. Sharifi-A. Abdi-G. Hojjati | Applied Numerical Mathematics | 2024 |
| ۳ | Adaptive second derivative multistep methods for solving stiff chemical problems | M. Eghbaljoo-Hojjati-A. Abdi | Journal of Mathematical Chemistry | 2024 |
| ۴ | On the implementation of explicit two-step peer methods with Runge-Kutta stability | A. Abdi-G. Hojjati-Z. Jackiewicz-H. Podhaisky-M. Sharifi | Applied Numerical Mathematics | 2023 |
| ۵ | High order second derivative diagonally implicit multistage integration methods for ODEs | M. Sharifi-A. Abdi-M. Braś-G. Hojjati | Mathematical Modelling and Analysis | 2023 |
| ۶ | Strong stability preserving integrating factor general linear methods | P. Khakzad-A. Moradi-G. Hojjati-M. Mehdizadeh Khalsaraei-A. Shokri | Computational and Applied Mathematics | 2023 |
| ۷ | Algebraic stability and irreducibility of second derivative methods | R. Akbari-G. Hojjati-A. Abdi | Applied Numerical Mathematics | 2023 |
| ۸ | RK-stable second derivative multistage methods with strong stability preserving based on Taylor series conditions | A. Moradi-A. Abdi-G. Hojjati | Computational and Applied Mathematics | 2023 |
| ۹ | Global error estimation for explicit general linear methods | A. Abdi-G. Hojjati-G. Izzo-Z. Jackiewicz | Numerical Algorithms | 2022 |
| ۱۰ | A class of two-step collocation methods for Volterra integro-differential equations | S. Fazeli-G. Hojjati | Applied Numerical Mathematics | 2022 |
| ۱۱ | Extended SDBDF-Type Methods Based on Linear Barycentric Rational Interpolants for ODEs | A. Abdi-G. Hojjati-L. Taheri Koltape | Bulletin of the Iranian Mathematical Society | 2022 |
| ۱۲ | Implicit-explicit second derivative general linear methods with strong stability preserving explicit part | A. Moradi-A. Abdi-G. Hojjati | Applied Numerical Mathematics | 2022 |
| ۱۳ | On the stability functions of second derivative implicit advanced-step point methods | G. Hojjat-L. Taheri Koltape | Journal of Mathematical Modeling | 2022 |
| ۱۴ | Strong stability preserving implicit and implicit–explicit second derivative general linear methods with RK stability | A. Moradi-A. Abdi-G. Hojjati | Computational and Applied Mathematics | 2022 |
| ۱۵ | Composite symmetric second derivative general linear methods for Hamiltonian systems | B. Talebi-A. Abdi-G. Hojjati | Calcolo | 2022 |
| ۱۶ | EXPLICIT NORDSIECK SECOND DERIVATIVE GENERAL LINEAR METHODS FOR ODES | P. RAMAZANI- A. ABDI-G. HOJJATI-A. MORADI | ANZIAM Journal | 2022 |
| ۱۷ | Global error estimation for explicit second derivative general linear methods | A. Abdi-G. Hojjati-G. Izzo-Z. Jackiewicz | Numerical Algorithms | 2022 |
| ۱۸ | Generalized second derivative linear multistep methods for ordinary differential equations | T. Majidi-A. Abdi-G. Hojjati | Numerical Algorithms | 2022 |
| ۱۹ | HIGH ORDER EXPLICIT SECOND DERIVATIVE METHODS WITH STRONG STABILITY PROPERTIES BASED ON TAYLOR SERIES CONDITIONS | A. Moradi-A. Abdi-G. Hojjati | ANZIAM journal | 2022 |
| ۲۰ | A GLMs-based difference-quadrature scheme for Volterra integro-differential equations | A.Y.J. Almasoodi-A. Abdi-G. Hojjati | Applied Numerical Mathematics | 2021 |