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Kolobar celoštevilskih kvaternionov : magistrsko delo : na študijskem programu 2. stopnje Izobraževalna matematika (dvopredmetna)Lorenčak, UrškaLagrangev izrek pravi, da lahko vsako naravno število zapišemo kot vsoto štirih kvadratov. V magistrskem delu bomo to dokazali z uporabo kolobarja celoštevilskih kvaternionov, imenovanim Hurwitzov ... kolobar. Predstavili bomo tudi nekatere lastnosti kolobarja kvaternionov. Podrobneje pa se bomo posvetili še posebnemu podkolobarju kolobarja kvaternionov - Hurwitzovemu kolobarju.Type of material - master's thesis ; adult, seriousPublication and manufacture - Maribor : [U. Cigler], 2016Language - slovenianCOBISS.SI-ID - 22411016
Author
Lorenčak, Urška
Other authors
Grašič, Mateja, 1983-
Topics
Univerzitetna in visokošolska dela |
kolobarji |
podkolobarji |
ideali |
kolobarji kvaternionov |
Hurwitzov kolobar |
Lagrangev izrek |
magistrska dela |
rings |
subrings |
ideals |
rings of quaternions |
Hurwitz ring |
theorem of Lagrange |
master theses
Library | Call number – location, accession no. ... | Copy status |
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Miklošič Library FPNM, Maribor | D MAG 51 CIGLER U. Kolobar IN: 920160065 |
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Lorenčak, Urška | |
Grašič, Mateja, 1983- | 29707 |
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