( en | de | ru )

 

Disambiguation of "Dehnert, Robert"

Author of the publication

copydeleteadd this publication to your clipboard
Modelling of Ionization Current in a Flame based on Hammerstein Models.

, , , and . CCTA, page 430-434. IEEE, (2021)

Please choose a person to relate this publication to

To differ between persons with the same name, the academic degree and the title of an important publication will be displayed. You can also use the button next to the name to display some publications already assigned to the person.

Fritz Dehnert

Walter Dehnert

Johannes Dehnert

Johannes Dehnert

Karl Dehnert

 

Other publications of authors with the same name

Modelling of Ionization Current in a Flame based on Hammerstein Models., , , and . CCTA, page 430-434. IEEE, (2021)Minimizing Oscillations for Magnitude and Rate-Saturated Discrete-Time Systems by a $D_R$ Region Pole Placement., , , and . ICSC, page 244-249. IEEE, (2022)Design of Robust Output Feedback Controllers for Discrete-Time Systems with Polynomial Uncertainties., , , , and . ICSC, page 774-781. IEEE, (2023)Frequency-Based Coupling Method for Modeling of Mechatronic Machine Axis., , , , and . MED, page 758-764. IEEE, (2024)Static Output Feedback Controller Design of Discrete Systems Subject to Actuator Magnitude and Rate Saturation., , , and . ICSTCC, page 395-400. IEEE, (2021)Observability Analysis of Nonlinear Input-Linear Systems Based on Lie Derivations Using Interval Arithmetic., , , and . ICSC, page 931-937. IEEE, (2023)Robust Anti Windup Controller Synthesis of Multivariable Discrete Systems with Actuator Saturation., , and . CCTA, page 581-587. IEEE, (2020)Joint Design of Disturbance Observer-Based Feedback Controllers for Discrete-Time Systems Subject to Actuator Faults., , , , , and . MED, page 901-908. IEEE, (2024)Gain Scheduled Control of Bounded Multilinear Discrete Time Systems with Uncertanties: An Iterative LMI Approach., , , , and . CDC, page 5199-5205. IEEE, (2019)Robust Observer-Based Adaptive High-Gain Feedback Design for Uncertain Saturated Discrete-Time Linear Systems., , , , and . ICSC, page 489-495. IEEE, (2022)