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Subject Item
dbr:Generalized_pencil-of-function_method
rdfs:label
Generalized pencil-of-function method
rdfs:comment
Generalized pencil-of-function method (GPOF), also known as matrix pencil method, is a signal processing technique for estimating a signal or extracting information with complex exponentials. Being similar to Prony and original pencil-of-function methods, it is generally preferred to those for its robustness and computational efficiency.
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dbc:Estimation_theory dbc:Articles_containing_proofs dbc:Signal_estimation dbc:Computational_electromagnetics dbc:Signal_processing dbc:Radar_signal_processing
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63057517
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dbo:abstract
Generalized pencil-of-function method (GPOF), also known as matrix pencil method, is a signal processing technique for estimating a signal or extracting information with complex exponentials. Being similar to Prony and original pencil-of-function methods, it is generally preferred to those for its robustness and computational efficiency. The method was originally developed by Yingbo Hua and Tapan Sarkar for estimating the behaviour of electromagnetic systems by its transient response, building on Sarkar's past work on the original pencil-of-function method. The method has a plethora of applications in electrical engineering, particularly related to problems in computational electromagnetics, microwave engineering and antenna theory.
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wikipedia-en:Generalized_pencil-of-function_method