The following publications are possibly variants of this publication:
- Robust stability conditions for feedback interconnections of distributed-parameter negative imaginary systemsSei Zhen Khong, Ian R. Petersen, Anders Rantzer. automatica, 90:310-316, 2018. [doi]
- A new stability result for the feedback interconnection of negative imaginary systems with a pole at the originMohamed A. Mabrok, Abhijit G. Kallapur, Ian R. Petersen, Alexander Lanzon. cdc 2010: 3753-3757 [doi]
- Stability analysis of positive feedback interconnections of linear negative imaginary systemsJunlin Xiong, Ian R. Petersen, Alexander Lanzon. amcc 2009: 1855-1860 [doi]
- μ analysis for interconnections of systems with negative imaginary frequency responseSönke Engelken, Alexander Lanzon, Ian R. Petersen. eucc 2009: 555-560 [doi]
- Negative imaginary feedback systemsMohamed A. Mabrok, Ian R. Petersen. aucc 2014: 130-133 [doi]
- Feedback Stability of Negative Imaginary SystemsAlexander Lanzon, Hsueh-Ju Chen. tac, 62(11):5620-5633, 2017. [doi]
- A Negative Imaginary Lemma and the Stability of Interconnections of Linear Negative Imaginary SystemsJunlin Xiong, Ian R. Petersen, Alexander Lanzon. tac, 55(10):2342-2347, 2010. [doi]
- Robust feedback stability of negative imaginary systems: An integral quadratic constraint approachSei Zhen Khong, Ian R. Petersen, Anders Rantzer. eucc 2015: 1998-2002 [doi]