Publications

• F. Aliniaeifard, V. Wang, and S. van Willigenburg, Deletion-contraction for a unified Laplacian and applications, Linear Algebra Appl. 3  (2024) 50-95.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, S. Li, and S. van Willigenburg, Generalized chromatic functions, Int. Math. Res. Not, IMRN, (2024) [45 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and Nat Thiem, Stanley chromatic functions and a conjecture in the representation theory of unipotent groups, accepted, (FPSAC), 2024.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, V. Wang, and S. van Willigenburg, P-partition power sums, European J. Combin. 110, 103688 (2023) [16 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and Nathaniel Thiem, Hopf structures in the representation theory of direct products, Electron. J. Comb. 29, (2022) [33 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, S. Li, and S. van Willigenburg, Schur functions in noncommuting variables, Adv. Math. 406, 108536 (2022) [37 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and N. Thiem, A categorification of the Malvenuto--Reutenauer algebra via a tower of groups, Adv. Math. 383, 107675 (2021) [43 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, V. Wang, and S. van Willigenburg, Extended chromatic symmetric functions and equality of ribbon Schur functions, Adv. in Appl. Math. 128, 102189 (2021) [29 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and N. Thiem, Pattern groups and a poset based Hopf monoid, J. Combin. Theory Ser. A 172, 105187 (2020) [31 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and N. Thiem, The structure of normal lattice supercharacter theories, Algebr. Comb. 3 (2020) 1059-1078.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and N. Thiem, Pattern groups and a poset based Hopf monoid, Proceedings of the 31st Conference on Formal Power Series and Algebraic Combinatorics (FPSAC), Ljubljana 2019.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, Normal supercharacter theories, Ph.D. thesis, York University, 2017.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, Normal supercharacter theories and their supercharacters, J. Algebra 469 (2017) 464-484.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, Normal supercharacter theory, Proceedings of the 28th Conference on Formal Power Series and Algebraic Combinatorics (FPSAC), Vancouver 2016.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, M. Behboodi, and Y. Li, The annihilating-ideal graph of a ring, J. Korean Math. Soc. 52 (2015) 1323-1336.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and Y. Li, Zero-divisor graphs for group rings, Comm. Algebra 42 (2014) 4790-4800.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, M. Behboodi, E. Mehdi-Nezhad, and A. Masoud Rahimi, The annihilating-ideal graph of a commutative ring with respect to an ideal, Comm. Algebra 42 (2014) 2269-2284.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F . Aliniaeifard, Rings, group rings, and their graphs, Master's thesis, Brock University, 2013.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard, Y. Li, and W. Nicholson, Morphic p-groups, J. Pure Appl. Algebra 217 (2013) 1864-1869.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and M. Behboodi, Commutative rings whose zero-divisor graphs have positive genus, Comm. Algebra 41 (2013) 3629-3634.

  **Abstract:** Briefly describe the main focus and contribution of the paper here.

• F. Aliniaeifard and M. Behboodi, Rings whose annihilating-ideal graphs have positive genus, J. Algebra Appl. 11, 1250049 (2012) [13 pages].

  **Abstract:** Briefly describe the main focus and contribution of the paper here.