abstracts[] |
{'sha1': '06fd389d84943152e57750f2b47a48b758160cb6', 'content': 'We compare the numerical properties of the different numerical methods for solving the H-infinity optimization problems for linear discrete-time systems. It is shown that the methods based on the solution of the associated discrete-time algebraic Riccati equation may be unstable due to an unnecessary increase in the condition number and that they have restricted application for ill-conditioned and singular problems. The experiments confirm that the numerical solution methods that are based on the solution of a Linear Matrix Inequality (LMI) are a much more reliable although much more expensive numerical technique for solving H-infinity optimization problems. Directions for developing high-performance software for H-infinity optimization are discussed.', 'mimetype': 'text/plain', 'lang': 'en'}
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{'index': 0, 'creator_id': None, 'creator': None, 'raw_name': 'Volker Mehrmann', 'given_name': 'Volker', 'surname': 'Mehrmann', 'role': 'author', 'raw_affiliation': None, 'extra': None}
{'index': 1, 'creator_id': None, 'creator': None, 'raw_name': 'Petko Petkov', 'given_name': 'Petko', 'surname': 'Petkov', 'role': 'author', 'raw_affiliation': None, 'extra': None}
{'index': None, 'creator_id': None, 'creator': None, 'raw_name': 'Technische Universität Berlin', 'given_name': None, 'surname': None, 'role': 'author', 'raw_affiliation': None, 'extra': {'type': 'DataManager'}}
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{'doi': '10.14279/depositonce-14342', 'wikidata_qid': None, 'isbn13': None, 'pmid': None, 'pmcid': None, 'core': None, 'arxiv': None, 'jstor': None, 'ark': None, 'mag': None, 'doaj': None, 'dblp': None, 'oai': None, 'hdl': None}
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language |
en
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RS-INC
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original_title |
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publisher |
Technische Universität Berlin
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[]
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release_date |
2021-12-17
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release_stage |
published
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release_type |
article
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release_year |
2021
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subtitle |
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title |
Evaluation of Numerical Methods for Discrete-Time H∞ Optimization
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