The following publications are possibly variants of this publication:
- Realization Theory for LPV State-Space Representations With Affine DependenceMihály Petreczky, Roland Tóth, Guillaume Mercère. tac, 62(9):4667-4674, 2017. [doi]
- LPV-ARX representations of LPV state-space models with affine dependenceMihály Petreczky, Roland Tóth, Guillaume Mercère. scl, 173:105459, March 2023. [doi]
- Structural properties of affine LPV to LFR transformation: Minimality, input-output behavior and identifiabilityZiad Alkhoury, Mihály Petreczky, Guillaume Mercère. cdc 2016: 3781-3786 [doi]
- On the State-Space Realization of LPV Input-Output Models: Practical ApproachesRoland Tóth, Hossam Seddik Abbas, Herbert Werner. tcst, 20(1):139-153, 2012. [doi]
- State-Space realization of LPV Input-Output models: practical methods for the userHossam S. Abbas, Roland Tóth, Herbert Werner. amcc 2010: 3883-3888 [doi]
- CVA identification of nonlinear systems with LPV state-space models of affine dependenceWallace E. Larimore, Pepijn B. Cox, Roland Tóth. amcc 2015: 831-837 [doi]
- Minimal LPV state-space realization driven set-membership identificationVito Cerone, Dario Piga, Diego Regruto, Roland Tóth. amcc 2012: 3421-3426 [doi]
- On minimal LPV state-space representations in innovation form: an algebraic characterizationElie Rouphael, Mihály Petreczky, Lotfi Belkoura. cdc 2022: 3281-3288 [doi]
- Affine LPV systems: Realization theory, input-output equations and relationship with linear switched systemsMihály Petreczky, Guillaume Mercère. cdc 2012: 4511-4516 [doi]