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dissertation
SERIKBOLOVA ALBINA ASKAROVNA
Branes and monopoles in modified gravities and Yang-Mills theories [Text] : Dis. ... Dr. of philosophy (PhD) : 8D05306 - Physics / A. A. Serikbolova ; Scientific supervisors: V. D. Dzhunushaliev, J. Kunz ; Al-Farabi Kazakh National University... – Almaty : [s. n.], 2022. - 109 p., pic., schemes;+ 1 electronic optical disk (CD-ROM) . . – Bibliogr.: p. 102-109 . (bound) : 0 tg.
UDC:
530.24
Shelf code:
Д 2022/155
Subject headings
- Gauge field theories
Annotation
The goals of the research: To obtain and investigate regular solutions of Branes in multidimensional space-time within the framework of ℱ(𝑅)=−𝛼𝑅𝑛 modified theories of gravity and study topologically trivial monopole-like solutions within the confines of SU(2) Yang-Mills theory including a nonlinear doublet of spinor fields and show the presence of a minimum in energy spectrum (mass gap)
Keywords
multidimensional Kaluza–Klein theory, modified theory of gravity, theory of gauge fields, branes in multidimensional space–time, brief overview of the Branes, ℱ(𝑅) modified theory of gravity, history of magnetic monopoles, monopoles in classical electrodynamics, Dirac’s monopole, Hooft-Polyakov monopoles , soliton solutions in SO(3)-model
Kazakhstan
1/1 Free
Electronic dissertation
ATAKHAN NILUPAR
Boundary value problems for singularly perturbed integro-differential equations [Electronic resource] : Thesis for the Degree of Doctor of Philosophy(PhD) : 6D060100-Mathematics / N. Atakhan ; Scientific supervisors: M. K. Daulbayev, M. Akhmet ; al-Farabi Kazakh National University.., . – Almaty : [ s. n. ], 2017. - Electron. text data, 1 electron. opt. disk (CD-ROM); in a container, 12 x 14 cm - Title from the title page . – Bibliography: s. 71-74 . – [n. c.] : 100 tg.
UDC:
517.968.73
Shelf code:
Э 2018/108
Subject headings
- Singularly integro-differential equations
Annotation
The main goal of the research work To develop an algorithm for qualitative research and the construction of an asymptotic expansion of solutions of BVP with ordered boundary conditions and general boundary value problems for singularly perturbed higher order integro-differential equations
Keywords
singularly perturbed equations, Cauchy function, integro-differential problem, differential equation, integro-differential equations, Singularly integro-differential equations
Kazakhstan
1/1 Free
dissertation
KASSYMOV AIDYN ADILOVICH
Basic functional and geometric inequalities for the fractional order operators on homogenous Lie groups [Text] : Dis. ... Dr. of philosophy (PhD) : 6D060100 - Mathematics / A. A Kassymov ; scientific supervisors: Durvudkhan Suragan, Michael Ruzhansky ; al-Farabi Kazak National University... – Almaty : [s.l.], 2020. - 241 p.+ 1 electronic optical disk (CD-ROM) . . – Bibliogr.: p. 231-241 . – [n. c.] : 5 tg.
UDC:
512.81:517.98
Shelf code:
Д 2020/190
Subject headings
- Lie groups. Functional analysis
Annotation
This dissertation is devoted to study of the fractional functional and geometric inegualities on homogeneous Lie groups
Keywords
functional inequalities, geometric inequalities, Lie groups, reverse inegualities, direct inegualities
Kazakhstan
1/1 Free
SERIKBOLOVA ALBINA ASKAROVNA
BRANES AND MONOPOLES IN MODIFIED GRAVITIES AND YANG-MILLS THEORIES (2022)
dissertation
1/1 Free
ATAKHAN NILUPAR
BOUNDARY VALUE PROBLEMS FOR SINGULARLY PERTURBED INTEGRO-DIFFERENTIAL EQUATIONS (2017)
Electronic dissertation
1/1 Free
KASSYMOV AIDYN ADILOVICH
BASIC FUNCTIONAL AND GEOMETRIC INEQUALITIES FOR THE FRACTIONAL ORDER OPERATORS ON HOMOGENOUS LIE GROUPS (2020)
dissertation
1/1 Free