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Sensor Fusion Study - Ch12. Additional Topics in H-Infinity Filtering…
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PDF) Optimality Criteria for LMS and Backpropagation
On Optimal Solutions To Two-block H/supspl infin/ Problems - American Control Conference, 1998. Proceedings of the 1998
PDF) On Linear H Equalization of Communication Channels
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Babak Hassibi: World Renowned in Mathematical Engineering | by Jahandad Memarian | Medium
PDF) H∞ equalization of communication channels
Blind identification of FIR channels via antenna arrays - Signals, Systems and Computers, 1993. 1993 Conference Record of The Tw
Babak HASSIBI | Gordon M. Binder/Amgen Professor of Electrical Engineering | PhD | California Institute of Technology, CA | CIT | Department of Electrical Engineering | Research profile
PDF) H/sup ∞/ optimality of the LMS algorithm | Babak Hassibi - Academia.edu
H/sup /spl infin// equalization of communication channels
In Applied and Computational Control, Signals and Circuits, B. Datta, ed., vol. 1, pp. 67-120, BirkhЎauser, Boston, 1999. Array
AME 541_2018_Syllabus
LMS AND BACKPROPAGATION ARE MINIMAX FILTERS
Thomas Kailath - Wikipedia
Amazon.com: Indefinite-Quadratic Estimation and Control: A Unified Approach to H2 and H-infinity Theories (Studies in Applied and Numerical Mathematics, Series Number 16): 9780898714111: Hassibi, Babak, Sayed, Ali H., Kailath, Thomas: Books
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PDF) H-infinity Bounds for Least-Squares Estimators
On the capacity of frequency- selective channels in training-based transmission schemes
Linear Estimation in Krein Spaces-- Part II: Applications - Automatic Control, IEEE Transactions on
LMS IS Hoo OPTIMAL"
Thomas Kailath – Wikipedia
MIMO Decision Feedback Equalization from an H Perspective