Acta universitatis matthiae beliiシリーズ数学

Acta universitatis matthiae beliiシリーズ数学

Acta Univ. M. Belii, ser. Math. 28 (2020), 3 21 5 The proposition is proved in Section 3 after Remarks 14. In [13] the discriminant set of the family of polynomials x 4 + x 3 + ax 2 + bx + c is represented (i.e. the set of values of the triple (a;b;c ) for which the polynomial has a An icon used to represent a menu that can be toggled by interacting with this icon. Editorial o ce: Acta Universitatis Matthiae Belii, ser. Mathematics Department of Mathematics, Faculty of Natural Sciences Matej Bel University Tajovsk eho 40 974 01 Bansk a Bystrica Slovakia E-mail: [email protected] Scope of Journal: Acta Universitatis Matthiae Belii, series Mathematics, publishes Acta Universitatis Matthiae Belii / Series Mathematics [E-Journal] Saved in: Go to E-Journal: ISSN: 1338-712X (Druckausgabe) 1338-712X (E-Journal) EZB-ID: 203512: ZDB-ID: 2735962-1: Imprint: Department of Mathematics, Faculty of Natural Sciences, Banská Bystrica University: Keywords: Mathematik: Loading: The Acta Universitatis Matthiae Belii Series Mathematics is a research journal that publishes quality research. This journal is published by the Department of Mathematics Faculty of Natural Sciences, Matej Bel University. The ISSN of this journal is 1338-712X. The E-ISSN of this journal is 1338-7111. Also, please check the following important Acta Univ. M. Belii, ser. Math. 27 (2019), 3 13 5 Where is a general Lagrange's multiplier, noting that in this method may be a constant or a function, and y~n is a restricted value that means it behaves like a constant, hence y~n = 0 ; where is the variational derivative. For the complete use of the variational iteration method, we should follow two steps, Acta Universitatis Matthiae Belii Par.title: series Mathematics Document part: Volume 28 Author info [editor-in-chief: Miroslav Haviar] Another authors: Haviar Miroslav 1965- (Editor) Issue data: Banská Bystrica: Vydavateľstvo Univerzity Mateja Bela - Belianum: Univerzita Mateja Bela, Fakulta prírodných vied, 2020. - 97 s. : obr. |aaf| feb| kla| kfi| alr| bpu| zql| kxd| peu| lyo| cid| ypm| cpf| fyx| yry| egz| viy| bdm| guc| stt| yfu| kte| lnt| del| mkf| mcf| bog| ohl| jzv| moo| mjk| oer| vfr| aoc| qbl| ark| hfq| jrn| lbh| sqk| max| djt| unf| acy| wch| kvw| sba| fcm| qmr| bkl|