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- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models abstract "Based on the key idea of higher-order singular value decomposition (HOSVD) in tensor algebra Baranyi and Yam proposed the concept of HOSVD-based canonical form of TP functions and quasi-LPV system models. Szeidl et al. proved that the TP model transformation is capable of numerically reconstructing this canonical form.Related definitions (on TP functions, finite element TP functions, and TP models) can be found here. Details on the control theoretical background (i.e., the TP type polytopic Linear Parameter-Varying state-space model) can be found here.A free MATLAB implementation of the TP model transformation can be downloaded at [1] or at MATLAB Central [2].".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageExternalLink tptool.sztaki.hu.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageExternalLink 25514-tp-tool.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageID "38898056".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageLength "5997".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageOutDegree "5".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageRevisionID "624031332".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageWikiLink Category:Multilinear_algebra.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageWikiLink Higher-order_singular_value_decomposition.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageWikiLink TP_model_transformation_in_control_theory.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageWikiLink Tensor_product_model_transformation.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageWikiLinkText "HOSVD-based canonical form of TP functions and qLPV models".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wikiPageUsesTemplate Template:Orphan.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models subject Category:Multilinear_algebra.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models comment "Based on the key idea of higher-order singular value decomposition (HOSVD) in tensor algebra Baranyi and Yam proposed the concept of HOSVD-based canonical form of TP functions and quasi-LPV system models. Szeidl et al. proved that the TP model transformation is capable of numerically reconstructing this canonical form.Related definitions (on TP functions, finite element TP functions, and TP models) can be found here.".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models label "HOSVD-based canonical form of TP functions and qLPV models".
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models sameAs Q17098043.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models sameAs m.0ryvyqf.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models sameAs Q17098043.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models wasDerivedFrom HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models?oldid=624031332.
- HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models isPrimaryTopicOf HOSVD-based_canonical_form_of_TP_functions_and_qLPV_models.