Title
Izračunavanje Hankelove transformacije nizova : doktorska disertacija
Creator
Bojičić, Radica R. 1975-
Copyright date
2014
Object Links
Select license
Autorstvo-Nekomercijalno-Bez prerade 3.0 Srbija (CC BY-NC-ND 3.0)
License description
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Language
Serbian
Cobiss-ID
Theses Type
PhD thesis
Other responsibilities
mentor
Petković, Marko 1984-
član komisije
Manojlović, Jelena 1969-
član komisije
Rajković, Predrag 1959-
Academic Expertise
Prirodno-matematičke nauke
Academic Title
-
University
Univerzitet u Nišu
Faculty
Prirodno-matematički fakultet
Group
Odsek za matematiku i informatiku
Title translated
COMPUTATION OF THE HANKEL TRANSFORM OF SEQUENCES : PhD thesis
Publisher
Niš : [R. R. Bojičić]
Format
PDF/A (106 listova)
description
Umnoženo za odbranu.
Univerzitet u Nišu, Prirodno-matematički fakultet, Departman za matematiku, 2014.
Bibliografija: listovi 88-94.
Izvod ; Abstract.
description
Mathematics, linear algebra
Abstract (en)
Hankel determinants (persymmetric, Turan determinants) have
been studying for a long time. Until now, many different
methods for computation of Hankel determinants have been
constructed. Also, those methods are applied on a different
number sequences. Hankel determinants have many
applications in mathematics, physics and technical sciences.
Hankel determinants play a main role in counting many
different combinatorial objects. The main goal of this doctoral
thesis is the symbolic computation of the Hankel
determinants(transformation) of some classes of integer
sequences.
Authors Key words
Linearna algebra, teorija aproksimacija
Authors Key words
theory of approximations
Subject
512
Type
Elektronska teza
Abstract (en)
Hankel determinants (persymmetric, Turan determinants) have
been studying for a long time. Until now, many different
methods for computation of Hankel determinants have been
constructed. Also, those methods are applied on a different
number sequences. Hankel determinants have many
applications in mathematics, physics and technical sciences.
Hankel determinants play a main role in counting many
different combinatorial objects. The main goal of this doctoral
thesis is the symbolic computation of the Hankel
determinants(transformation) of some classes of integer
sequences.
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