Title
Simboličko izračunavanje hankelovih determinanti i generalisanih inverza matrica : doktorska disertacija
Creator
Petković, Marko D.
Copyright date
2008
Object Links
Select license
Autorstvo-Nekomercijalno 3.0 Srbija (CC BY-NC 3.0)
License description
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Language
Serbian
Cobiss-ID
Theses Type
PhD thesis
Other responsibilities
mentor
Stanimirović, Predrag S.
Academic Expertise
Prirodno-matematičke nauke
Academic Title
-
University
Univerzitet u Nišu
Faculty
Prirodno-matematički fakultet
Group
Odsek za matematiku i informatiku
Title translated
Symbolic computation of Hankel determinants and matrix generalized inverses
Publisher
Niš : [M. D. Petković]
Format
PDF/A (176 listova)
description
Umnoženo za odbranu.
Univerzitet u Nišu, Prirodno-matematički fakultet, 2009.
Bibliografija: str. 161-172.
Izvod ; Abstract.
description
symbolic computation
Abstract (en)
In this thesis, existing methods for symbolic computation of Hankel
deteriminants and matrix generalized inverses are modified and new
are introducted. There are derived closed-form expressions for
Hankel determinants of different classes of sequences. It is
constructed the method for rapid computation of generalized inverses
whose complexity reaches theoretical lower bound. There are also
constructed new methods for computation of generalized inverses of
rational and polynomial matrices.
Authors Key words
Teroija matrica, simboličko računanje, Hankelove determinante,
generalisani inverzi
Authors Key words
symbolic computation, hankel determinants, generalized
inverses
Classification
512.643
Type
Elektronska teza
Abstract (en)
In this thesis, existing methods for symbolic computation of Hankel
deteriminants and matrix generalized inverses are modified and new
are introducted. There are derived closed-form expressions for
Hankel determinants of different classes of sequences. It is
constructed the method for rapid computation of generalized inverses
whose complexity reaches theoretical lower bound. There are also
constructed new methods for computation of generalized inverses of
rational and polynomial matrices.
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