Fuzzy Kähler manifolds

Abstract

Kvarki so elementarne enote snovi in podobno so Bettijeva števila elementarne enote invariantne topologije prostora-časa. V tem delu uporabljamo Bettijeva števila prve in druge mehke Kählerjeve mnogoterosti za zapis parnih konstant ▫$\alpha_g, \alpha_{gs}$▫ in konstante inverzne elektromagnetne fine strukturne ▫$\overline{\alpha}_0$▫. Masi povprečnega pentakvarka in Higgsovega delca sta zapisani z ▫$\alpha_g, \alpha_{gs}$▫ in Bettijevimi števili prve mehke Kählerjeve mnogoterosti. Članek bi lahko pomagal pri razkritju pomena vrednosti inverzne elektromagnetne konstante ▫$\overline{\alpha}_0 =137$▫.

Keywords

Kählerjeve mnogoterosti;masa pentakvarka;Higgsov delec;Bettijevo število;Kähler manifolds;pentaquark mass;Higgs particle;Betti number;

Data

Language:	English
Year of publishing:	2007
Typology:	1.01 - Original Scientific Article
Organization:	UM FS - Faculty of Mechanical Engineering
UDC:	515.165.4
COBISS:	14299481
ISSN:	0960-0779
Views:	37
Downloads:	23
Average score:	0 (0 votes)
Metadata:

Other data

Secondary language:	Slovenian
Secondary title:	Mehke Kählerjeve mnogoterosti
Secondary abstract:	Quarks are the elementary units of matter and similarly the Betti numbers are the elementary units of the invariant topology of space-time. In the present work we use the Betti numbers of the first and second fuzzy Kähler manifold towrite down the coupling constants ▫$\overline{\alpha}_g, \overline{\alpha}_{gs}$▫ and the inverse electromagnetic fine structure constant ▫$\overline{\alpha}_0$▫. The masses of the average pentaquark and the Higgs particle are written in terms of ▫$\overline{\alpha}_g, \overline{\alpha}_{gs}$▫ and also in terms of the Betti numbers of the first fuzzy Kähler manifold. The paper should help in demystifying the meaning of the value of the inverse electromagnetic constant ▫$\overline{\alpha}_0 = 137$▫
Secondary keywords:	Kählerjeve mnogoterosti;masa pentakvarka;Higgsov delec;Bettijevo število;
Type (COBISS):	Not categorized
Pages:	str. 677-681
Volume:	ǂVol. ǂ34
Issue:	ǂiss. ǂ3
Chronology:	2007
ID:	1473077