Search results for "6G"
showing 10 items of 44 documents
Convergence for varying measures in the topological case
2023
In this paper convergence theorems for sequences of scalar, vector and multivalued Pettis integrable functions on a topological measure space are proved for varying measures vaguely convergent.
The metric-valued Lebesgue differentiation theorem in measure spaces and its applications
2021
We prove a version of the Lebesgue Differentiation Theorem for mappings that are defined on a measure space and take values into a metric space, with respect to the differentiation basis induced by a von Neumann lifting. As a consequence, we obtain a lifting theorem for the space of sections of a measurable Banach bundle and a disintegration theorem for vector measures whose target is a Banach space with the Radon-Nikod\'{y}m property.
Integration of multifunctions with closed convex values in arbitrary Banach spaces
2018
Integral properties of multifunctions with closed convex values are studied. In this more general framework not all the tools and the technique used for weakly compact convex valued multifunctions work. We pay particular attention to the "positive multifunctions". Among them an investigation of multifunctions determined by vector-valued functions is presented. Finally, decomposition results are obtained for scalarly and gauge-defined integrals of multifunctions and a full description of McShane integrability in terms of Henstock and Pettis integrability is given.
The first large-scale shell-model calculation of the two-neutrino double beta decay of $^{76}$Ge to the excited states in $^{76}$Se
2022
Large-scale shell-model calculations were carried out for the half-lives and branching ratios of the $2\nu\beta\beta$ decay of $^{76}$Ge to the ground state and the lowest three excited states $2_1^+$, $0_2^+$ and $2_2^+$ in $^{76}$Se. In total, the wave functions of more than 10,000 intermediate $1^+$ states in $^{76}$As were calculated in a three-step procedure allowing an efficient use of the available computer resources. In the first step, 250 lowest states, below some 5 MeV of excitation energy, were calculated without truncations within a full major shell $0f_{5/2}-1p-0g_{9/2}$ for both protons and neutrons. The wave functions of the rest of the states, up to some 30 MeV, were compute…
Laser fragmentation of pancreatic duct stones using a rhodamine laser with an automatic stone-tissue detection system. Basic in-vitro studies
1997
OBJECTIVES The aim of our study was to examine the suitability of a rhodamine 6G laser with an integrated stone-tissue detection system (STDS) for fragmenting pancreatic stones. METHODS A total of 64 pancreatic duct stones were measured for weight, diameter, main chemical components and in some cases for their computerized tomography density. Recognition of all stones was checked with the standard STDS or a prototype version. Number of fragmentation pulses, total fragmentation energies and correlation with the individual stone parameters were determined. The quality of the tissue-detection mode was evaluated in postmortem pancreata. RESULTS The standard STDS detected only 45% of the pancrea…
The Variational Mcshane Integral in Locally Convex Spaces
2009
The variational McShane integral for functions taking values in a locally convex space is defined, and it is characterized by means of the p-variation of the indefinite Pettis integral
Differentiation of an additive interval measure with values in a conjugate Banach space
2014
We present a complete characterization of finitely additive interval measures with values in conjugate Banach spaces which can be represented as Henstock-Kurzweil-Gelfand integrals. If the range space has the weak Radon-Nikodým property (WRNP), then we precisely describe when these integrals are in fact Henstock-Kurzweil-Pettis integrals.
A Birkhoff type integral and the Bourgain property in a locally convex space
2007
An integral, called the $Bk$-integral, for functions taking values in a locally convex space is defined. Properties of $Bk$-integrable functions are considered and the relations with other integrals are studied. Moreover the $Bk$-integrability of bounded functions is compared with the Bourgain property.
5 – 6 gadīgu bērnu saskarsmes prasmju sekmēšana kustību rotaļās
2021
Autore Līga Priede izvēlējās rakstīt kvalifikācijas darbu par 5-6 gadīgu bērnu saskarsmes prasmju sekmēšanu kustību rotaļās. Temats ir aktuāls, jo ar saskarsmi bērns sastopas no pirmās piedzimšanas dienas, kas iesākumā attīstās ģimenē, tad pirmsskolā un visā tālākajā dzīvē, to veiksmīgi var veicināt ar kustību rotaļu pielietošanu. Saskarsmei ir ļoti svarīga loma veiksmīgai cilvēka attīstībai. Pētījuma mērķis-teorētiski izzināt un praktiski pētīt vecākā pirmsskolas vecuma bērnu saskarsmes prasmju sekmēšanu, kustību rotaļās. Kvalifikācijas darbs sastāv no ievada, teorētiskās un praktiskās daļas. Teorētiskās daļas galvenās tēmas tiek aplūkotas saskarsmes definējums dažādu autoru apgalvojumos, …
Bērnu pašapziņas veicināšana kustību rotaļās vecākajā pirmsskolas vecumā
2021
Pirmajā nodaļā, analizējot teorētisko literatūru, ir sniegts pašapziņas raksturojums, uzsverot pašapziņas veidošanās un kustību attīstības likumsakarības un ģimenes lomu pašapziņas attīstīšanā. Otrajā nodaļā ir aprakstītā veiktā pedagoģiskā izmēģinājumdarbība, kuras ietvaros kustību rotaļas tika organizētas balstoties uz tādiem pašapziņu veicinošiem principiem kā iespējām būt aktīviem, pozitīvu atmosfēru, savstarpēju sadarbību un individuālo izaugsmi. Tika secināts, ka rotaļas pozitīvi ietekmē bērnus ar vidēju un augstu pašapziņu, savukārt bērniem ar zemu sākotnējās pašapziņas līmeni pozitīva ietekme varētu tikt novērota ilgākā laika periodā un vienlaicīgi risinot citas bērna problēmas. Kva…