Search results for "FOS"

showing 10 items of 15075 documents

Sucrose self-administration and CNS activation in the rat

2011

We have previously reported that administration of insulin into the arcuate nucleus of the hypothalamus decreases motivation for sucrose, assessed by a self-administration task, in rats. Because the pattern of central nervous system (CNS) activation in association with sucrose self-administration has not been evaluated, in the present study, we measured expression of c-Fos as an index of neuronal activation. We trained rats to bar-press for sucrose, according to a fixed-ratio (FR) or progressive-ratio (PR) schedule and mapped expression of c-Fos immunoreactivity in the CNS, compared with c-Fos expression in handled controls. We observed a unique expression of c-Fos in the medial hypothalam…

Central Nervous SystemMaleSucrosemedicine.medical_specialtyLateral hypothalamusPhysiologyHypothalamusSelf AdministrationNucleus accumbensBiologyc-FosNucleus AccumbensRats Mutant StrainsEnergy homeostasisArcuate nucleusPhysiology (medical)Internal medicineBasal gangliamedicineAnimalsHomeostasisNeuronsMotivationArticlesRatsStria terminalisEndocrinologyHypothalamusModels Animalbiology.proteinEnergy MetabolismProto-Oncogene Proteins c-fosNeuroscienceAmerican Journal of Physiology-Regulatory, Integrative and Comparative Physiology
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Topological Decompositions of the Pauli Group and their Influence on Dynamical Systems

2021

In the present paper we show that it is possible to obtain the well known Pauli group $P=\langle X,Y,Z \ | \ X^2=Y^2=Z^2=1, (YZ)^4=(ZX)^4=(XY)^4=1 \rangle $ of order $16$ as an appropriate quotient group of two distinct spaces of orbits of the three dimensional sphere $S^3$. The first of these spaces of orbits is realized via an action of the quaternion group $Q_8$ on $S^3$; the second one via an action of the cyclic group of order four $\mathbb{Z}(4)$ on $S^3$. We deduce a result of decomposition of $P$ of topological nature and then we find, in connection with the theory of pseudo-fermions, a possible physical interpretation of this decomposition.

Central productsHamiltoniansPhysicsDynamical systems theoryActions of groups010102 general mathematicsQuaternion groupFOS: Physical sciencesCyclic groupMathematical Physics (math-ph)Pseudo-fermionsTopology01 natural sciencesInterpretation (model theory)Pauli groups0103 physical sciencesPauli groupOrder (group theory)Geometry and Topology0101 mathematicsConnection (algebraic framework)010306 general physicsQuotient groupMathematical PhysicsMathematical Physics, Analysis and Geometry
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Treatment with the anti-tumor drugs, cis-platin and mafosfamide, does not affect the structure of prekinetochores in a human breast cancer cell line.…

1996

Abstract The goal of the present article was to determine whether a nuclear parameter, centromere structure of interphase cells, could serve as an indicator to assess cellular damage caused by anti-tumor drugs. These were cis-platin and mafosfamide, which are widely used for the management of solid tumors. To visualize the centromeres, we probed treated and untreated cells of a human breast cancer cell line, MX-1, with a human anti-centromere serum. The serum was obtained from a scleroderma patient and detects antigens associated with prekinetochores of the decondensed chromosomes. The DNA was simultaneously displayed by a specific fluorescent dye. The cells were grown on coverslips, incuba…

CentromereAntineoplastic AgentsBreast NeoplasmsBiologyImmunofluorescencechemistry.chemical_compoundMultinucleateAntigenMafosfamideTumor Cells CulturedmedicineHumansFluorescent Antibody Technique IndirectKinetochoresCyclophosphamideMicronuclei Chromosome-Defectivemedicine.diagnostic_testTemperatureChromosomeGeneral MedicineCell cycleMolecular biologyMicroscopy ElectronchemistryCytoplasmInterphaseCisplatinAnatomyDevelopmental BiologyAnnals of Anatomy - Anatomischer Anzeiger
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Martian zeolites as a source of atmospheric methane

2016

The origin of the martian methane is still poorly understood. A plausible explanation is that methane could have been produced either by hydrothermal alteration of basaltic crust or by serpentinization of ultramafic rocks producing hydrogen and reducing crustal carbon into methane. Once formed, methane storage on Mars is commonly associated with the presence of hidden clathrate reservoirs. Here, we alternatively suggest that chabazite and clinoptilolite, which belong to the family of zeolites, may form a plausible storage reservoir of methane in the martian subsurface. Because of the existence of many volcanic terrains, zeolites are expected to be widespread on Mars and their Global Equival…

Chabazite010504 meteorology & atmospheric sciencesClathrate hydrateFOS: Physical sciences01 natural sciencesMethaneAstrobiologychemistry.chemical_compound0103 physical sciences010303 astronomy & astrophysicsComputingMilieux_MISCELLANEOUS0105 earth and related environmental sciencesEarth and Planetary Astrophysics (astro-ph.EP)BasaltMartianAtmospheric methaneAstronomy and AstrophysicsMars Exploration ProgramAtmosphere of Marschemistry13. Climate actionSpace and Planetary Science[SDU]Sciences of the Universe [physics]Environmental science[PHYS.ASTR]Physics [physics]/Astrophysics [astro-ph][ SDU ] Sciences of the Universe [physics]Astrophysics - Earth and Planetary Astrophysics
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Algunos aspectos de la variabilidad de los oogonios en poblaciones actuales del género <i>Chara</i> (Charophyceae). Aplicación paleontoló…

1986

A critical revision of some useful taxonomic criteria in paleontology of Charophytes is carried Out. The results are based in four modern populations ((<i>Chara aculeolata, Chara</i> aff.<i>baltica, Chara delicatula</i> and <i>Chara globularis</i>) and they permit to make some serious objections to these critera. The results are related with three principal aspects: the meaning of the absolute magnitudes of me girogonite, the behaviour of his joint variation and the morphological variability during the calcification process. In general, and for each one of the four populations, an absence of influence of the position of the girogonite over their measureme…

CharaBiometryTaxonomíabiologyBiometríaEcologyChara globularisCarofitas actuales y fósileslcsh:QE1-996.5Geologybiology.organism_classificationGirogonite variabilitylcsh:GeologyChara aculeolataRecent and fossil CharophytesVariabilidad del girogonito.TaxonomyEstudios Geológicos
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Reconstruction of the former charophyte community out of the fructifications identified in Albufera de València lagoon sediments

2010

Abstract Several decades ago, due to eutrophication, Albufera de Valencia lagoon lost the charophyte meadows that covered the bottom in the past but had never been studied in detail. An area close to the lagoon will be restored now to improve water quality and to recover submerged vegetation. To have information on the background of the charophytes from this area, four 80–87 cm long sediment cores were extracted from the lagoon. The subfossil charophyte fructifications (oospores and gyrogonites) were isolated and identified in two of the four cores. Moreover, sediment core fractions from the third and fourth cores were allowed to germinate under several conditions. The study of the lagoon s…

CharaSubfossilbiologyEcologySedimentPlant ScienceAquatic Sciencebiology.organism_classificationChara vulgarisAlgaeCommon speciesAquatic plantBotanyCharophytaAquatic Botany
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On the use of fractional calculus for the probabilistic characterization of random variables

2009

In this paper, the classical problem of the probabilistic characterization of a random variable is re-examined. A random variable is usually described by the probability density function (PDF) or by its Fourier transform, namely the characteristic function (CF). The CF can be further expressed by a Taylor series involving the moments of the random variable. However, in some circumstances, the moments do not exist and the Taylor expansion of the CF is useless. This happens for example in the case of $\alpha$--stable random variables. Here, the problem of representing the CF or the PDF of random variables (r.vs) is examined by introducing fractional calculus. Two very remarkable results are o…

Characteristic function (probability theory)FOS: Physical sciencesAerospace EngineeringMathematics - Statistics TheoryOcean EngineeringProbability density functionComplex order momentStatistics Theory (math.ST)Fractional calculusymbols.namesakeIngenieurwissenschaftenFOS: MathematicsTaylor seriesApplied mathematicsCharacteristic function serieMathematical PhysicsCivil and Structural EngineeringMathematicsGeneralized Taylor serieMechanical EngineeringStatistical and Nonlinear PhysicsProbability and statisticsMathematical Physics (math-ph)Condensed Matter PhysicsFractional calculusFourier transformNuclear Energy and EngineeringPhysics - Data Analysis Statistics and ProbabilitysymbolsFractional calculus; Generalized Taylor series; Complex order moments; Fractional moments; Characteristic function series; Probability density function seriesddc:620Series expansionFractional momentProbability density function seriesSettore ICAR/08 - Scienza Delle CostruzioniRandom variableData Analysis Statistics and Probability (physics.data-an)
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Uniformization with infinitesimally metric measures

2019

We consider extensions of quasiconformal maps and the uniformization theorem to the setting of metric spaces $X$ homeomorphic to $\mathbb R^2$. Given a measure $\mu$ on such a space, we introduce $\mu$-quasiconformal maps $f:X \to \mathbb R^2$, whose definition involves deforming lengths of curves by $\mu$. We show that if $\mu$ is an infinitesimally metric measure, i.e., it satisfies an infinitesimal version of the metric doubling measure condition of David and Semmes, then such a $\mu$-quasiconformal map exists. We apply this result to give a characterization of the metric spaces admitting an infinitesimally quasisymmetric parametrization.

Characterization (mathematics)Space (mathematics)conformal modulus01 natural sciencesMeasure (mathematics)funktioteoriaCombinatoricsMathematics - Metric Geometry0103 physical sciencesFOS: Mathematics0101 mathematicsComplex Variables (math.CV)MathematicsMathematics - Complex VariablesMathematics::Complex Variables010102 general mathematicsquasiconformal mappingMetric Geometry (math.MG)metriset avaruudetmetric doubling measureMetric spaceDifferential geometryUniformization theoremMetric (mathematics)quasisymmetric mapping30L10 (Primary) 30C65 28A75 51F99 (Secondary)mittateoria010307 mathematical physicsGeometry and TopologyUniformization (set theory)
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Influenza della natura dei nutrienti azotati sull’attività di due ceppi di lievito nella vinificazione di uve bianche prodotte in Sicilia

2008

Chardonnay Catarratto Saccharomyces cerevisiae derivati di lievito diammonio fosfato composti volatili di fermentazione analisi sensorialeSettore AGR/15 - Scienze E Tecnologie Alimentari
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Strange and charm mesons at FAIR

2010

Presented at the XXXI Mazurian Lakes Conference on Physics, Piaski, Poland, August 30–September 6, 2009.

CharmCBMNuclear TheoryNuclear TheoryScalar ResonancesFOS: Physical sciencesStrange ; Charm ; Mesons ; CBM ; FAIR ; GSI ; Finite temperature ; Spectral functions ; Scalar ResonancesStrange mesonUNESCO::FÍSICA::Física molecular::Moléculas mesónicas y muónicasGSINuclear Theory (nucl-th)High Energy Physics - Phenomenology (hep-ph):FÍSICA [UNESCO]Nuclear Experiment (nucl-ex)Nuclear ExperimentNuclear ExperimentNUCLEAR-MATTERFAIREnergyMesonsFinite temperatureHigh Energy Physics::PhenomenologyUNESCO::FÍSICASpectral functionsTemperatureStrangeHigh Energy Physics - PhenomenologyCharm mesonsHigh Energy Physics::Experiment:FÍSICA::Física molecular::Moléculas mesónicas y muónicas [UNESCO]RESONANCES
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