Search results for "Mod"

showing 10 items of 39605 documents

The Vibrio choleare haemolysin anion channel is required for cell vacuolation and death

2002

SummarySeveral strains of Vibrio cholerae secrete ahaemolytic toxin of 63kDa, termed V. cholerae cytolysin (VCC). This toxin causes extensive vacuo-lation and death of cells in culture and forms ananion-selective channel in planar lipid bilayers and incells. Here, we identify inhibitors of the VCC anionchannel and show that the formation of the anionchannel is necessary for the development of the vacuoles and for the cell death induced by this toxin. Using markers of cell organelles, we show that vacuoles derive from different intracellular com-partments and we identify the contribution of lateendosomes and of the trans -Golgi network in vacuolebiogenesis.Introduction The Gram-negative bact…

4-Acetamido-4'-isothiocyanatostilbene-22'-disulfonic AcidImmunologyLipid BilayersVirulenceGolgi ApparatusVacuoleEndosomesBiology44'-Diisothiocyanostilbene-22'-Disulfonic AcidIn Vitro Techniquesmedicine.disease_causeTransfectionMicrobiologyModels BiologicalAmmonium ChlorideIon ChannelsMicrobiologyCell LineHemolysin ProteinsBacterial ProteinsVirologyOrganelleChlorocebus aethiopsmedicineAnimalsHumansSecretionVero CellsVibrio choleraeCell DeathCytotoxinsHemolysinAnti-Bacterial AgentsVibrio choleraeVacuolesCytolysinMacrolidesIntracellular
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On the Almost Everywhere Convergence of Multiple Fourier-Haar Series

2019

The paper deals with the question of convergence of multiple Fourier-Haar series with partial sums taken over homothetic copies of a given convex bounded set $$W\subset\mathbb{R}_+^n$$ containing the intersection of some neighborhood of the origin with $$\mathbb{R}_+^n$$ . It is proved that for this type sets W with symmetric structure it is guaranteed almost everywhere convergence of Fourier-Haar series of any function from the class L(ln+L)n−1.

40A05Control and OptimizationBounded set (topological vector space)Type (model theory)01 natural sciencesmultiple Fourier-Haar seriesHomothetic transformationCombinatoricssymbols.namesakeSettore MAT/05 - Analisi Matematica0103 physical sciences42C10Almost everywhere0101 mathematicsMathematicsSeries (mathematics)Applied Mathematics010102 general mathematicsRegular polygonAlmost everywhere convergenceFunction (mathematics)Fourier transformsymbols010307 mathematical physicslacunar serieAnalysisJournal of Contemporary Mathematical Analysis (Armenian Academy of Sciences)
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Better numerical approximation by Durrmeyer type operators

2018

The main object of this paper is to construct new Durrmeyer type operators which have better features than the classical one. Some results concerning the rate of convergence and asymptotic formulas of the new operator are given. Finally, the theoretical results are analyzed by numerical examples.

41A25 41A36Applied Mathematics010102 general mathematicsConstruct (python library)Numerical Analysis (math.NA)Type (model theory)Object (computer science)01 natural sciences010101 applied mathematicsMathematics (miscellaneous)Operator (computer programming)Rate of convergenceNumerical approximationFOS: MathematicsApplied mathematicsMathematics - Numerical Analysis0101 mathematicsMathematics
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Estimates for the differences of positive linear operators and their derivatives

2019

The present paper deals with the estimate of the differences of certain positive linear operators and their derivatives. Oxur approach involves operators defined on bounded intervals, as Bernstein operators, Kantorovich operators, genuine Bernstein-Durrmeyer operators, and Durrmeyer operators with Jacobi weights. The estimates in quantitative form are given in terms of the first modulus of continuity. In order to analyze the theoretical results in the last section, we consider some numerical examples.

41A25 41A36Applied MathematicsNumerical analysisLinear operatorsNumerical Analysis (math.NA)010103 numerical & computational mathematics01 natural sciencesModulus of continuity010101 applied mathematicsSection (fiber bundle)Mathematics - Classical Analysis and ODEsBounded functionTheory of computationClassical Analysis and ODEs (math.CA)FOS: MathematicsOrder (group theory)Applied mathematicsMathematics - Numerical Analysis0101 mathematicsAlgebra over a fieldMathematics
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Minimality via second variation for microphase separation of diblock copolymer melts

2017

Abstract We consider a non-local isoperimetric problem arising as the sharp interface limit of the Ohta–Kawasaki free energy introduced to model microphase separation of diblock copolymers. We perform a second order variational analysis that allows us to provide a quantitative second order minimality condition. We show that critical configurations with positive second variation are indeed strict local minimizers of the problem. Moreover, we provide, via a suitable quantitative inequality of isoperimetric type, an estimate of the deviation from minimality for configurations close to the minimum in the L 1 {L^{1}} -topology.

49Q10isoperimetric problemsApplied MathematicsGeneral Mathematics010102 general mathematicsSeparation (aeronautics)Mathematical analysisOrder (ring theory)Type (model theory)01 natural sciences010101 applied mathematicsMathematics - Analysis of PDEsinterfacial problemsFOS: MathematicsCopolymercopolymersLimit (mathematics)0101 mathematicsVariational analysisIsoperimetric inequalityTopology (chemistry)Analysis of PDEs (math.AP)Mathematics
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Trialling the 4C framework in an Indian grade 3 mathematics classroom

2017

This thesis describes an action research carried out in a Grade 3 maths classroom in a low income, English medium school in Mumbai, India. The maths teacher in the study used the 4C model proposed by Do Coyle (2010) as a framework of Content and Language Integrated Learning (CLIL) for teaching maths in English to students whose exposure to English outside the classroom was negligible. The aim of this research was to understand from a teacher’s perspective how the 4C framework contributed to this specific context and how group-work enhanced the 4C framework. The action research was carried over a period of nearly five months in three cycles. Through the entire duration of the action research…

4Cs modelToimintatutkimusmatematiikkavieraskielinen opetusCLILGroup-workIndiaopetusmenetelmätkaksikielisyysryhmätyöIntiaenglannin kielialakoulu
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Korekcijas darba modelis 5-6 gadus veciem bērniem ar skaņas izrunas traucējumiem

2018

Mаģistrа dаrbа nоsаukums: „ Kоrеkсijаs dаrbа mоdеlis 5 – 6 gаdus vесiеm bērniеm аr skаņаs izrunаs trаuсējumiеm” Dаrbа аutоrе: Ilzе Аpīnе Dаrbа zinātniskā vаdītājа: Dr. pаеd., Ilzе Šūmаnе Dаrbа sаturs: 66 lаppusеs, 16 аttēli, 4 tаbulаs, 16 piеlikumi. Pētījumа mērķis: Izvеidоt kоrеkсijаs mоdеli 5 – 6 gаdus vесiеm bērniеm. Pētījumа hipоtēzе: 5 – 6 gаdīgu bērnu skаņаs izrunаs trаuсējumu kоriģējоši аttīstоšā dаrbībа ir vеiksmīgākа, jа: •tiеk iеvērоtаs bērnа vесumpоsmа un runаs аttīstībаs individuālās īpаtnībаs •skаņаs izrunаs trаuсējumu nоvēršаnā, tiеk īstеnоts kоrеkсijаs mоdеlis. Pētījumа tеоrētiskаjā dаļā mаģistrа dаrbа аutоrе pētījusi un аnаlizējusi аutоru tеоrētiskās аtziņаs pаr skаņu, runu,…

5 - 6 gadus veci bērniskaņu izrunaPedagoģijakorekcijas modelisskaņu izrunas traucējumipirmsskola
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Modeļu izmantošana 5 – 6 gadīgiem bērniem priekšējā mēleņa L fonētiski fonemātisko traucējumu novēršanai

2018

Diplomdarba tēma: Modeļu izmantošana 5 – 6 gadīgiem bērniem priekšējā mēleņa L fonētiski fonemātisko traucējumu novēršanai. Pētījuma mērķis: Teorētiski un praktiski izzināt priekšējā mēleņa L izrunas korekcijas iespējas vingrinājumos un ar modeļu palīdzību. Izvirzītā mērķa īstenošanai pētījuma ietvaros veikti šādi uzdevumi: •apkopota un analizēta logopēdiskā, pedagoģiski psiholoģiskā literatūra par pētāmo problēmu; •izzināta vecākā pirmsskolas vecuma bērnu attīstība un viņu runas specifiskās īpatnības; •praktiski pārbaudīta modeļu izmantošana koriģējoši attīstošajā darbībā bērniem ar fonētiski fonemātiskiem traucējumiem; •apkopoti un salīdzinoši vērtēti iegūtie rezultāti. Teorētiskās daļas …

5 - 6 gadīgie bērniSkolas pedagoģijaSkaņas L izrunas traucējumsFonētiski fonemātiski traucējumiSkaņu izrunas modeļiPriekšējie mēleņi
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Modelēšanas metode stāstītprasmes pilnveidē 5-6 gadīgiem bērniem ar valodas sistēmas nepietiekamu attīstību

2017

Diplomdarba temats: MODELĒŠANAS METODE STĀSTĪTPRASMES PILNVEIDĒ 5-6 GADĪGIEM BĒRNIEM AR VALODAS SISTĒMAS NEPIETIEKAMU ATTĪSTĪBU Diplomdarba autore: Nataļja Kirilova Diplomdarba zinātniskā vadītāja: profesore, Dr. paed. Sarmīte Tūbele Diplomdarba apjoms: 65 lpp., ietverti 10 attēli, 7 tabulas, izmantotas 74 literatūras vienības, pievienoti 5 pielikumi. Pētījuma mērķis: teorētiski izpētīt un praktiski pārbaudīt stāstītprasmes pilnveidošanas iespējas 5-6 gadus veciem pirmsskolēniem ar valodas sistēmas nepietiekamu attīstību ar izstrādāto modelēšanas metodi. Darbs sastāv no 2 nodaļām – teorētiskās un praktiskās. Teorētiskajā daļā, balstoties uz zinātnieku atziņām , tika atspoguļots jēdziens- va…

5-6 gadus vecs bērns ar valodas sistēmas nepietiekamu attīstībuPedagoģijastāstītprasmevalodas sistēmas nepietiekama attīstībamodelēšanas metode
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"Table 8" of "$\Upsilon$ production and nuclear modification at forward rapidity in Pb-Pb collisions at $\mathbf{\sqrt{\textit{s}_{\textbf{NN}}}=5.02…

2021

Nuclear modification factor of $\Upsilon(1\mathrm{S})$ as a function of transverse momentum for the 0–90% centrality interval.

5020.0High Energy Physics::ExperimentUpsilonNuclear ExperimentPb Pb --> UPSI(1S) < MU+ MU- > XTransverse Momentum DependenceLead-Lead ScatteringRAANuclear Modification Factor
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