Search results for "FeO"

showing 10 items of 82 documents

Guerra e pace nel «Supplementum ad Aeneida» di Maffeo Vegio

2012

Settore L-FIL-LET/08 - Letteratura Latina Medievale E UmanisticaMaffeo Vegio - Virgilio - Epica umanistica - Tradizione classica
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COL VOLGER DEL GUARDO. ORFEO E NARCISO NELLE FORME LETTERARIE DEL SEICENTO

2008

La presenza del mito viene esaminata in relazione al tema dello sguardo. Con un'analisi del metamorfismo proprio del 'guardo' barocco, legato al frequente ricorrere di figurazioni classiche dalla forte energia simbolica, quali Orfeo e Narciso, l'autore analizza il rinnovato uso attraverso cui esse si esplicano. Si delinea un quadro mosso e denso di suggestioni culturali, cui collabora lo studio dei diversi generi letterari all'interno dell'età barocca, nei quali la mitologia dello sguardo si incarna in figurazioni ricche di senso: lo sguardo all'indietro di Orfeo, che dona vita e senso al canto poetico, e la metafora dello specchio in cui riflettersi, ispirata al mito di Narciso. Questi mit…

Settore L-FIL-LET/10 - Letteratura ItalianaOrfeoNarcisoGuardoSeicento
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Fe-periclase reactivity at Earth's lower mantle conditions: Ab-initio geochemical modelling

2017

Intrinsic and extrinsic stability of the (Mg, Fe) O solid mixture in the Fe-Mg-Si-O system at high P, T conditions relevant to the Earth's mantle is investigated by the combination of quantum mechanical calculations (Hartree-26 Fock/DFT hybrid scheme), cluster expansion techniques and statistical thermodynamics. Iron in the (Mg, Fe) O binary mixture is assumed to be either in the low spin (LS) or in the high spin (HS) state. Un-mixing at solid state is observed only for the LS condition in the 23-42 GPa pressure range, whereas HS does not give rise to un-mixing. LS (Mg, Fe) O un-mixings are shown to be able to incorporate iron by subsolidus reactions with a reservoir of a virtual bridgmanit…

Subsolidus reaction modellingMgO-FeO binary010504 meteorology & atmospheric sciencesSilicate perovskiteLower mantle geochemical heterogeneitiesAnalytical chemistryAb initioLower mantle geochemical heterogeneities MgO-FeO binary Mixing Gibbs energy Pyrolitic geochemical mode Subsolidus reaction modellingMineralogyengineering.material010502 geochemistry & geophysics01 natural sciencesMantle (geology)Geochemistry and PetrologyMixing Gibbs energy0105 earth and related environmental sciencesPyrolitic geochemical modeSettore GEO/06 - MineralogiaPyrolitic geochemical modelAmbientaleDiamondHartreePartition coefficientengineeringPericlaseMgO-FeO binaryPyrolitic geochemical modelLower mantle geochemical heterogeneitiesSubsolidus reaction modellingMixing Gibbs energyGeologyCluster expansion
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Seifert manifolds admitting partially hyperbolic diffeomorphisms

2017

We characterize which 3-dimensional Seifert manifolds admit transitive partially hyperbolic diffeomorphisms. In particular, a circle bundle over a higher-genus surface admits a transitive partially hyperbolic diffeomorphism if and only if it admits an Anosov flow.

Surface (mathematics)Pure mathematicsMathematics::Dynamical SystemsCircle bundle[MATH.MATH-DS]Mathematics [math]/Dynamical Systems [math.DS]Dynamical Systems (math.DS)01 natural sciences[MATH.MATH-GN]Mathematics [math]/General Topology [math.GN]0103 physical sciencesFOS: MathematicsMSC: Primary: 37D30 37C15; Secondary: 57R30 55R05.Mathematics - Dynamical Systems0101 mathematicsMathematics::Symplectic GeometrySeifert spacesMathematics - General TopologyMathematicsTransitive relationAlgebra and Number TheoryApplied Mathematics010102 general mathematicsGeneral Topology (math.GN)Mathematics::Geometric TopologyFlow (mathematics)Partially hyperbolic diffeomorphisms010307 mathematical physicsDiffeomorphismAnalysis
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Dirac physical measures for generic diffeomorphisms

2016

We prove that, for a $C^1$ generic diffeomorphism, the only Dirac physical measures with dense statistical basin are those supported on sinks.

Theoretical computer scienceGeneral Mathematics[ MATH.MATH-DS ] Mathematics [math]/Dynamical Systems [math.DS]010102 general mathematicsDirac (software)[MATH.MATH-DS]Mathematics [math]/Dynamical Systems [math.DS]Generic diffeomorphismsMSC: 37C05 37C20 37D30Dynamical Systems (math.DS)01 natural sciencesComputer Science ApplicationsPhysical measures0103 physical sciencesFOS: Mathematics010307 mathematical physicsDiffeomorphismMathematics - Dynamical Systems0101 mathematicsPhysics::Atmospheric and Oceanic PhysicsMathematicsMathematical physics
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Las normas internacionales humanitarias para proteger el patrimonio cultural

2020

UNESCO::CIENCIAS DE LAS ARTES Y LAS LETRAS:CIENCIAS DE LAS ARTES Y LAS LETRAS [UNESCO]1575-2259 2322 Pasajes: Revista de pensamiento contemporáneo 570906 2020 61 7829567 Las normas internacionales humanitarias para proteger el patrimonio cultural Lázaro FeoRevista de pensamiento contemporáneo 570906 2020 61 7829567 Las normas internacionales humanitarias para proteger el patrimonio cultural Lázaro Feo [1575-2259 2322 Pasajes]Ana Laia 67 81
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Bach fra le stelle

2014

Il testo costituisce la postfazione del volume di Ramin Bahrami "Il suono dell'Occidente. Le opere musicali che hanno fatto la nostra civiltà" (Mondadori 2014) e prende le mosse dal concetto di "Enciclopedia" per tracciare una riflessione storico-musicologica sulle 14 composizioni che Ramin Bahrami ssume quali imprescindibili punti di riferimento per una visione d'insieme della cultura musicale occidentale: da Monteverdi fino a Schoenberg, passando per Vivaldi, Bach, Wagner, Verdi, Mahler, Rakhmaninov e Stravnsky.

Voyager 1 Goden Record Carl Sagan.Caludio Monteverdi (L'Orfeo) Antonio Vivaldi (Le quattro stagioni) Johann Sebastian Bach (Messa in si minore) Giuseppe Verdi (Requiem) Richard Wagner (Tristan und Isolde) Johannes Brahms (Ein deutsches Requiem) Gustav Mahler (Sinfonia n. 1 "Il titano") Sergej Rakhmaninov (Concerto n. 2 per pianoforte e orchestra) Igor Strawinsky (La Sagra della primavera)Caludio Monteverdi (L'Orfeo) Antonio Vivaldi (The Four Seasons) Johann Sebastian Bach (Messa in H moll) Giuseppe Verdi (Requiem) Richard Wagner (Tristan und isolde) Johannes Brahms (Ein deutsches Requiem) Gustav Mahler (Sinfonia n. 1 "The Titan") Sergej Rakhmaninov (Piano-Concerto n. 2) Igor Strawinsky (The Rite of Spring)Musica Ramin BahramiSettore L-ART/07 - Musicologia E Storia Della MusicaClassical music Ramin Bahrami
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Building Anosov flows on $3$–manifolds

2014

We prove a result allowing to build (transitive or non-transitive) Anosov flows on 3-manifolds by gluing together filtrating neighborhoods of hyperbolic sets. We give several applications; for example: 1. we build a 3-manifold supporting both of a transitive Anosov vector field and a non-transitive Anosov vector field; 2. for any n, we build a 3-manifold M supporting at least n pairwise different Anosov vector fields; 3. we build transitive attractors with prescribed entrance foliation; in particular, we construct some incoherent transitive attractors; 4. we build a transitive Anosov vector field admitting infinitely many pairwise non-isotopic trans- verse tori.

[ MATH ] Mathematics [math]Pure mathematicsAnosov flowMathematics::Dynamical Systems3–manifolds[ MATH.MATH-DS ] Mathematics [math]/Dynamical Systems [math.DS][MATH.MATH-DS]Mathematics [math]/Dynamical Systems [math.DS]Dynamical Systems (math.DS)$3$–manifolds01 natural sciencesFoliationsSet (abstract data type)MSC: Primary: 37D20 Secondary: 57M9957M99Diffeomorphisms0103 physical sciencesAttractorFOS: Mathematics0101 mathematics[MATH]Mathematics [math]Mathematics - Dynamical SystemsManifoldsMathematics::Symplectic Geometry3-manifold37D20 57MMathematicsTransitive relation37D20010308 nuclear & particles physics010102 general mathematicsTorusMathematics::Geometric TopologyFlow (mathematics)Anosov flowsFoliation (geology)Vector fieldhyperbolic plugsGeometry and Topologyhyperbolic basic set3-manifold
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Quasi-isometrically embedded subgroups of braid and diffeomorphism groups

2005

We show that a large class of right-angled Artin groups (in particular, those with planar complementary defining graph) can be embedded quasi-isometrically in pure braid groups and in the group of area preserving diffeomorphisms of the disk fixing the boundary (with respect to the $L^2$-norm metric); this extends results of Benaim and Gambaudo who gave quasi-isometric embeddings of $F\_n$ and $\Z^n$ for all $n>0$. As a consequence we are also able to embed a variety of Gromov hyperbolic groups quasi-isometrically in pure braid groups and in the diffeomorphism group of the disk. Examples include hyperbolic surface groups, some HNN-extensions of these along cyclic subgroups and the fundame…

[ MATH.MATH-GT ] Mathematics [math]/Geometric Topology [math.GT]Fundamental group[ MATH.MATH-GR ] Mathematics [math]/Group Theory [math.GR]Hyperbolic groupGeneral MathematicsBraid group20F36braid groupGroup Theory (math.GR)01 natural sciencesRelatively hyperbolic group[MATH.MATH-GR]Mathematics [math]/Group Theory [math.GR]right-angled Artin groupCombinatoricssymbols.namesakeMathematics - Geometric TopologyMathematics::Group Theory05C25hyperbolic group[MATH.MATH-GT]Mathematics [math]/Geometric Topology [math.GT]0103 physical sciencesBraidFOS: Mathematics0101 mathematicsMathematicsApplied Mathematics010102 general mathematicsGeometric Topology (math.GT)Braid theoryMathematics::Geometric TopologyPlanar graphsymbols010307 mathematical physicsDiffeomorphismMathematics - Group Theory20F36; 05C25
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3-manifolds which are orbit spaces of diffeomorphisms

2008

Abstract In a very general setting, we show that a 3-manifold obtained as the orbit space of the basin of a topological attractor is either S 2 × S 1 or irreducible. We then study in more detail the topology of a class of 3-manifolds which are also orbit spaces and arise as invariants of gradient-like diffeomorphisms (in dimension 3). Up to a finite number of exceptions, which we explicitly describe, all these manifolds are Haken and, by changing the diffeomorphism by a finite power, all the Seifert components of the Jaco–Shalen–Johannson decomposition of these manifolds are made into product circle bundles.

[ MATH.MATH-GT ] Mathematics [math]/Geometric Topology [math.GT]Seifert fibrationsClass (set theory)Pure mathematicsGradient-like diffeomorphism[ MATH.MATH-DS ] Mathematics [math]/Dynamical Systems [math.DS]Dimension (graph theory)[MATH.MATH-DS]Mathematics [math]/Dynamical Systems [math.DS][MATH.MATH-DS] Mathematics [math]/Dynamical Systems [math.DS]Space (mathematics)01 natural sciences[MATH.MATH-GT]Mathematics [math]/Geometric Topology [math.GT]0103 physical sciencesAttractorJaco–Shalen–Johannson decomposition0101 mathematicsFinite setMathematics::Symplectic Geometry[MATH.MATH-GT] Mathematics [math]/Geometric Topology [math.GT]Mathematics010102 general mathematicsMathematical analysisMathematics::Geometric Topology3-manifoldsProduct (mathematics)010307 mathematical physicsGeometry and TopologyDiffeomorphismOrbit (control theory)
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