Search results for "pair [muon]"

showing 8 items of 18 documents

Level structure of 99Nb

1998

The β decay of 97Sr to 97Y has been investigated using ion-guide on-line mass separation and a 10 Ge-detector array to record γ−γ coincidences to a detection limit well below that of former studies. Similarities are found in the β-decay patterns of 99Zr and of its isotone 97Sr and also in the γ-ray decay rates and branchings of the corresponding levels in their respective daughters 99Nb and 97Y. This indicates a persisting influence of the d5/2 neutron shell closure for 99Nb. The level structure of 99Nb and the β-feeding pattern are discussed in the frame of the interacting boson-fermion plus broken pair model and the microscopic quasiparticle phonon model.

Physicsbeta decay nuclear stucture 99Nb interacting boson-fermion plus broken pair modelNuclear and High Energy PhysicsCondensed matter physicsPhononIsotoneShell (structure)Beta decayMolecular physicsNATURAL SCIENCES. Physics.PRIRODNE ZNANOSTI. Fizika.QuasiparticleLevel structureNeutronInteracting boson modelbeta decay; nuclear stucture; 99Nb; interacting boson-fermion plus broken pair model
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A NOTE ON THE CATEGORICAL NOTIONS OF NORMAL SUBOBJECT AND OF EQUIVALENCE CLASS

2021

In a non-pointed category E, a subobject which is normal to an equivalence relation is not necessarily an equivalence class. We elaborate this categorical distinction, with a special attention to the Mal'tsev context. Moreover, we introduce the notion of fibrant equipment, and we use it to establish some conditions ensuring the uniqueness of an equivalence relation to which a given subobject is normal, and to give a description of such a relation.

Settore MAT/02 - AlgebraMal'tsev and protomodular categoriesunitalnormal subobjectequivalence classconnected pair of equivalence relations
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On fixed points of alpha-eta-psi-contractive multifunctions

2014

Recently Samet et al. [B. Samet, C. Vetro, P. Vetro, Fixed point theorem for alpha-psi-contractive type mappings, Nonlinear Anal., 75 (2012), 2154{2165] introduced the notion of alpha-psi-contractive type mappings and established some fixed point theorems in complete metric spaces. Succesively, Asl et al. [J.H. Asl, SH. Rezapour, N. Shahzad, On fixed point of alpha-contractive multifunctions, Fixed Point Theory Appl., 2012, 212 (2012)] introduced the notion of alpha_*-psi-contractive multifunctions and give a fixed point result for these multifunctions. In this paper we obtain certain new fixed point and common fixed point theorems via alpha_*-admissible multifuncions with respect to eta. T…

Settore MAT/05 - Analisi MatematicaMetric spaces alpha_*-admissible multifuncions with respect to a function eta pair of multifunctions alpha_*-admietassible with respect to a function eta fixed points common fixed points.
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A non-linear optimization procedure to estimate distances and instantaneous substitution rate matrices under the GTR model.

2006

Abstract Motivation: The general-time-reversible (GTR) model is one of the most popular models of nucleotide substitution because it constitutes a good trade-off between mathematical tractability and biological reality. However, when it is applied for inferring evolutionary distances and/or instantaneous rate matrices, the GTR model seems more prone to inapplicability than more restrictive time-reversible models. Although it has been previously noted that the causes for intractability are caused by the impossibility of computing the logarithm of a matrix characterised by negative eigenvalues, the issue has not been investigated further. Results: Here, we formally characterize the mathematic…

Statistics and ProbabilityOptimization problemBase Pair MismatchBiochemistryLinkage DisequilibriumNonlinear programmingInterpretation (model theory)Evolution MolecularApplied mathematicsComputer SimulationDivergence (statistics)Molecular BiologyEigenvalues and eigenvectorsPhylogenyMathematicsSequenceModels GeneticSubstitution (logic)Chromosome MappingGenetic VariationSequence Analysis DNAComputer Science ApplicationsComputational MathematicsComputational Theory and MathematicsNonlinear DynamicsLogarithm of a matrixAlgorithmAlgorithmsBioinformatics (Oxford, England)
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Modelling of natural synthetic polyelectrolyte interactions in natural waters by using SIT, Pitzer and Ion Pairing approaches

2006

Abstract In this paper SIT and Pitzer models are used for the first time to describe the interactions of natural and synthetic polyelectrolytes in natural waters. Measurements were made potentiometrically at 25 °C in single electrolyte media, such as Et 4 NI and NaCl (for fulvic acid 0.1  − 1 S single salt ” BA, with cation B and anion A representing all the major cations (Na + , K + , Mg 2+ , Ca 2+ ) and anions (Cl − , SO 4 2− ) in natural sea water, respectively. The ion pair formation model was also applied to fulvate and alginate in artificial sea water by examining the interaction of polyanions with the single sea water cation. Results were compared with those obtained from previous sp…

chemistry.chemical_classificationChemistryArtificial seawatermedia_common.quotation_subjectNatural waterInorganic chemistryArtificial seawaterSalt (chemistry)General ChemistryElectrolyteOceanographyPitzerIon Pair modelsPolyelectrolyteIonSpeciationNatural and synthetic polyelectrolytes; Specific ion Interaction Theory (SIT); Pitzer; Ion Pair models; Dependence on medium and ionic strength; Alginic and fulvic acids; Artificial seawaterDependence on medium and ionic strengthNatural and synthetic polyelectrolytesEnvironmental ChemistrySeawaterSpecific ion Interaction Theory (SIT)Alginic and fulvic acidsWater Science and Technologymedia_common
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Phosphorylation of mismatch repair proteins MSH2 and MSH6 affecting MutSα mismatch-binding activity

2002

Mismatch repair (MMR) is involved in the removal of mispaired bases from DNA and thus plays an important role in the maintenance of genomic stability and the prevention of mutations and cancer. Moreover, MMR triggers genotoxicity and apoptosis upon processing of DNA lesions such as O6-methylguanine. Whereas the enzymology of MMR has been elucidated in great detail, only limited data are available concerning its regulation. Here we show that the major mismatch-binding proteins MSH2 and MSH6, forming the MutSalpha complex, are phosphorylated in vitro by protein kinase C and casein kinase II, but not by protein kinase A. Phosphorylation of MSH2 and MSH6 was also found within the cell, with MSH…

congenital hereditary and neonatal diseases and abnormalitiesDNA RepairDNA repairBase Pair MismatchMacromolecular SubstancesActive Transport Cell NucleusBiologyProtein Serine-Threonine KinasesArticleProto-Oncogene ProteinsGeneticsHumansProtein phosphorylationPhosphorylationProtein kinase ACasein Kinase IIneoplasmsProtein kinase CProtein Kinase CCell Nucleusnutritional and metabolic diseasesdigestive system diseasesDNA-Binding ProteinsMutS Homolog 2 ProteinBiochemistryMSH2PhosphorylationDNA mismatch repairCasein kinase 2HeLa Cells
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Coincidence and common fixed points of weakly reciprocally continuous and compatible hybrid mappings via an implicit relation and an application

2015

Using the hybrid version of the notion of weakly reciprocal continuous mappings due to Gairola et al. [Coincidence and fixed point for weakly reciprocally continuous single-valued and multi-valued maps, Demonstratio Math. (2013/2014), accepted], we prove a coincidence and common fixed point theorem for a hybrid pair of compatible mappings via an implicit relation. Our main result improves and generalizes a host of previously known theorems. As an application, we give a homotopy theorem which supports our main result.

implicit relation.Pure mathematicsRelation (database)Mathematical analysisGeneral Medicinecommon fixed pointFixed pointhybrid pair of mappingnon-compatible mappingCoincidencecompatible mappingweak reciprocal continuitycoincidence pointSettore MAT/05 - Analisi MatematicaCoincidence pointMathematics
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The action of a compact Lie group on nilpotent Lie algebras of type {{n,2}}

2015

Abstract We classify finite-dimensional real nilpotent Lie algebras with 2-dimensional central commutator ideals admitting a Lie group of automorphisms isomorphic to SO 2 ⁢ ( ℝ ) ${{\mathrm{SO}}_{2}(\mathbb{R})}$ . This is the first step to extend the class of nilpotent Lie algebras 𝔥 ${{\mathfrak{h}}}$ of type { n , 2 } ${\{n,2\}}$ to solvable Lie algebras in which 𝔥 ${{\mathfrak{h}}}$ has codimension one.

pair of alternating formsPure mathematicsClass (set theory)General MathematicsGroup Theory (math.GR)010103 numerical & computational mathematicsType (model theory)01 natural sciencesMathematics::Group TheoryTermészettudományokLie algebraFOS: MathematicsMatematika- és számítástudományok0101 mathematicsNilpotent Lie algebraMathematicsCommutatorApplied Mathematics010102 general mathematicsLie groupCodimensionAutomorphismNilpotent17B05 17B30 15A63&nbspSettore MAT/03 - GeometriaMathematics - Group TheoryForum Mathematicum
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