Liam Taghavian

Research

Research interests:
Fractional calculus, Control theory, Lithium-ion batteries, Machine learning.

  • Robust stability analysis of uncertain multiorder fractional systems: Young and Jensen inequalities approach. H Taghavian, MS Tavazoei. International Journal of Robust and Nonlinear Control 28 (4), 1127-1144, 2018.
  • Stability analysis of distributed-order nonlinear dynamic systems. H Taghavian, MS Tavazoei. International Journal of Systems Science 49 (3), 523-536, 2018.
  • Algebraic conditions for stability analysis of linear time‐invariant distributed order dynamic systems: A Lagrange inversion theorem approach. H Taghavian, MS Tavazoei. Asian Journal of Control 21 (2), 879-890, 2019.
  • Fixed-order controller synthesis for monotonic closed-loop responses: a linear programming approach. H Taghavian, M Johansson. IFAC-PapersOnLine 53 (2), 4682-4687, 2020.
  • Exact solution of linear fractional distributed order systems with exponential order weight functions. H Taghavian, MS Tavazoei. Mathematical Techniques of Fractional Order Systems, 103-132, 2018.
  • Preservation of external positivity in discretization of linear systems. H Taghavian, M Johansson. European Journal of Control 62, 69-74, 2021.
  • Robust stability analysis of distributed-order linear time-invariant systems with uncertain order weight functions and uncertain dynamic matrices. H Taghavian, M Saleh Tavazoei. Journal of Dynamic Systems, Measurement, and Control 139 (12), 121010, 2017.
  • Pole-placement for non-overshooting reference tracking. H Taghavian, R Drummond, M Johansson. 2021 60th IEEE Conference on Decision and Control (CDC), 414-421, 2021.
  • Discrete-time siso lti systems with monotonic closed-loop step responses: Analysis and control based on impulse response models. H Taghavian, M Johansson, MS Tavazoei. IFAC-PapersOnLine 54 (9), 476-481, 2021.
  • External positivity of discrete-time linear systems: transfer function conditions and output feedback. H Taghavian, M Johansson. IEEE Transactions on Automatic Control, 2023.
  • Logarithmically completely monotonic rational functions. H Taghavian, R Drummond, M Johansson. Automatica 155, 111122, 2023.
  • Transient performance of linear systems through symmetric polynomials. H Taghavian, M Johansson. 2022 IEEE 61st Conference on Decision and Control (CDC), 4218-4223, 2022.
  • A fast algorithm for computing Bell polynomials based on index break-downs using prime factorization. H Taghavian. arXiv preprint arXiv:2004.09283, 2020.
  • Informative battery charging: integrating fast charging and optimal experiments. M Andersson, H Taghavian, H Hjalmarsson, VL Klass, M Johansson. IFAC-PapersOnLine 56 (2), 11160-11166, 2023.
  • A systematic approach towards robust stability analysis of integral delay systems with general interval kernels. H Taghavian. International Journal of Systems Science 52 (11), 2298-2310, 2021.
  • The use of partition polynomial series in Laplace inversion of composite functions with applications in fractional calculus. H Taghavian. Mathematical Methods in the Applied Sciences 42 (7), 2169-2189, 2019.
  • Stability analysis of discrete time distributed order LTI dynamic systems. H Taghavian, MS Tavazoei. Applications in Control, 101, 2019.
  • When are selector control strategies optimal for constrained monotone systems?. H Taghavian, R Drummond, M Johansson. arXiv preprint arXiv:2312.08829, 2023.
  • Non-overshooting tracking controllers based on combinatorial polynomials. H Taghavian, M Johansson. 2023 62nd IEEE Conference on Decision and Control (CDC), 677-684, 2023.
  • Analytic solution of a system of linear distributed order differential equations in the Reimann-Liouville sense. H Taghavian, MS Tavazoei. Scientia Iranica 27 (3), 1384-1397, 2020.
  • Optimal control of continuous-time symmetric systems with unknown dynamics and noisy measurements. H Taghavian, F Dorfler, M Johansson. arXiv preprint arXiv:2403.13605, 2024.

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