Search results for " 14"

showing 10 items of 676 documents

Oratio Florentinorum coram Alexandro VI habita

1492

Sense sign. - Data completa, d. 28 novembre, 1492 L. rom. - 24-26 lín. - Capll. grav. - Filigr.: ànec. - Sense fol

Alexandre VI papa 1431-1503Discursos Obres anteriors al 1800
researchProduct

Oratio confoederationis initae inter Alexandrum VI et Venetorum, Mediolani et Bari Duces

1493

Sense sign. - Data completa, d. 25 abril, 1493 L. rom. - 25 lín. - Capll. grav. - Sense fol. - Filigr.: ànec

Alexandre VI papa 1431-1503Discursos Obres anteriors al 1800
researchProduct

Oratio ad Alexandrum VI pro Rhodiorum oboedientia

1493

Sense sign. - Data completa, d. 10 març, 1493 L. rom. - 34 lín. - Capll. grav. - Sense fol. - Filigr.: àncora

Alexandre VI papa 1431-1503Discursos Obres anteriors al 1800
researchProduct

Bhabha Scattering and a special pencil of K3 surfaces

2018

We study a pencil of K3 surfaces that appeared in the $2$-loop diagrams in Bhabha scattering. By analysing in detail the Picard lattice of the general and special members of the pencil, we identify the pencil with the celebrated Ap\'ery--Fermi pencil, that was related to Ap\'ery's proof of the irrationality of $\zeta(3)$ through the work of F. Beukers, C. Peters and J. Stienstra. The same pencil appears miraculously in different and seemingly unrelated physical contexts.

Algebra and Number Theory14C22 14J28 34L25 14J81010308 nuclear & particles physicsPhysics::Medical PhysicsGeneral Physics and Astronomy01 natural sciencesApéry's constantLattice (module)Theoretical physicsMathematics - Algebraic GeometryMathematics::Algebraic Geometry0103 physical sciencesFOS: Mathematics010306 general physicsAlgebraic Geometry (math.AG)Mathematics::Symplectic GeometryMathematical PhysicsPencil (mathematics)Bhabha scatteringMathematics
researchProduct

Rank two aCM bundles on the del Pezzo fourfold of degree 6 and its general hyperplane section

2018

International audience; In the present paper we completely classify locally free sheaves of rank 2 with vanishing intermediate cohomology modules on the image of the Segre embedding $\mathbb{P}^2$ x $\mathbb{P}^2 \subseteq \mathbb{P}^8$ and its general hyperplane sections.Such a classification extends similar already known results regarding del Pezzo varieties with Picard numbers 1 and 3 and dimension at least 3.

Algebra and Number TheoryDegree (graph theory)Image (category theory)010102 general mathematicsDimension (graph theory)MSC: Primary 14J60 ; secondary 14J45Hyperplane sectionRank (differential topology)01 natural sciencesCohomologySegre embedding[ MATH.MATH-AG ] Mathematics [math]/Algebraic Geometry [math.AG]CombinatoricsAlgebraMathematics::Algebraic GeometryHyperplane0103 physical sciences010307 mathematical physics[MATH.MATH-AG]Mathematics [math]/Algebraic Geometry [math.AG]0101 mathematicsMathematics
researchProduct

Complex multiplication, Griffiths-Yukawa couplings, and rigidity for families of hypersurfaces

2003

Let M(d,n) be the moduli stack of hypersurfaces of degree d > n in the complex projective n-space, and let M(d,n;1) be the sub-stack, parameterizing hypersurfaces obtained as a d fold cyclic covering of the projective n-1 space, ramified over a hypersurface of degree d. Iterating this construction, one obtains M(d,n;r). We show that M(d,n;1) is rigid in M(d,n), although the Griffiths-Yukawa coupling degenerates for d<2n. On the other hand, for all d>n the sub-stack M(d,n;2) deforms. We calculate the exact length of the Griffiths-Yukawa coupling over M(d,n;r), and we construct a 4-dimensional family of quintic hypersurfaces, and a dense set of points in the base, where the fibres ha…

Algebra and Number TheoryDegree (graph theory)Mathematics - Complex Variables14D0514J3214D07Complex multiplicationYukawa potentialRigidity (psychology)14J70ModuliCombinatoricsAlgebraMathematics - Algebraic Geometry14J70; 14D05; 14D07; 14J32HypersurfaceMathematics::Algebraic GeometryMathematikFOS: MathematicsGeometry and TopologyComplex Variables (math.CV)Algebraic Geometry (math.AG)Stack (mathematics)Mathematics
researchProduct

Specialization of cycles and the K-theory elevator

2017

A general specialization map is constructed for higher Chow groups and used to prove a "going-up" theorem for algebraic cycles and their regulators. The results are applied to study the degeneration of the modified diagonal cycle of Gross and Schoen, and of the coordinate symbol on a genus-2 curve.

Algebra and Number TheoryElevator010102 general mathematicsGeneral Physics and AstronomyK-theory01 natural sciencesMathematics - Algebraic GeometryMathematics::Algebraic Geometry14C25 19E15 14C300103 physical sciencesSpecialization (functional)FOS: Mathematics010307 mathematical physics0101 mathematicsMathematical economicsAlgebraic Geometry (math.AG)Mathematical PhysicsMathematics
researchProduct

Proper triangular Ga-actions on A^4 are translations

2013

We describe the structure of geometric quotients for proper locally triangulable additve group actions on locally trivial A^3-bundles over a noetherian normal base scheme X defined over a field of characteristic 0. In the case where dim X=1, we show in particular that every such action is a translation with geometric quotient isomorphic to the total space of a vector bundle of rank 2 over X. As a consequence, every proper triangulable Ga-action on the affine four space A^4 over a field of characteristic 0 is a translation with geometric quotient isomorphic to A^3.

Algebraaffine spacesMathematics - Algebraic GeometryAlgebra and Number Theorygeometric quotientFOS: Mathematics14L30; 14R20; 14R25[MATH.MATH-AG]Mathematics [math]/Algebraic Geometry [math.AG]Algebraic Geometry (math.AG)proper additive group actionsMathematics[ MATH.MATH-AG ] Mathematics [math]/Algebraic Geometry [math.AG]
researchProduct

Nimfes al Vinalopó. La poesia renaixentista d’un alacantí oblidat, Josep Gosalbes de Cunedo (s. XVI)

2013

Resum: L’obra del poeta alacantí del segle XVI Josep Gosalbes de Cunedo ha passat a l’oblit. Alguns aspectes de la seua vida i obra mereixen atenció, com a mínim, per haver tractat temes propis de la seua terra. Alguns dels seus poemes tracten l’antiga Governació d’Oriola, al sud del regne de València, i celebren la creació del bisbat d’Oriola, motiu pel qual l’autor descriu el territori amb gust renaixentista. La seua amistat amb l’humanista Just Lipsi marca la seua biografia, on guerres i presó també estan presents.Paraules clau: poesia llatina; Renaixement; Oriola; Alacant; Just LipsiAbstract: The work of the 16th. century poet from Alicante Joseph Gosalbes of Cunedo has been forgotten. …

AlicanteHistoryLiterature and Literary Theorymedia_common.quotation_subjectFilología Latinalcsh:Literature (General)lcsh:D111-203lcsh:Medieval historyJust LipsiLanguage and LinguisticsKingdompoesia llatinamedia_commonOrihuelaPoetryJustus LipsiusRenaixementAlacantPoesia llatinaThe RenaissanceBiographyArtlcsh:PN1-6790RenaissanceLatin poetrylcsh:D204-475OriolaLatin poetryHumanitieslcsh:Modern history 1453-
researchProduct

Inuentiones y translationes de S. Mercurio

2019

Inuentiones and translationes of the relics are part of the hagiographic dossier of a saint and provide interesting information about his cult over the centuries. For S. Mercurius of Caesarea the original texts in Greek have been lost, but we have two collections miracles in Coptic that narrate the inuentio and translatio of his relics and there is also a medieval tradition about his translatio to Benevento (Italy). From all these texts is deduced a healing cult of S. Mercurius based on the usual topics.

Alvaro Inuentiones and translationes of the relics are part of the hagiographic dossier of a saint and provide interesting information about his cult over the centuries. For S. Mercurius of Caesarea the original texts in Greek have been lostUNESCO::CIENCIAS DE LAS ARTES Y LAS LETRAS1135-9560 8276 Studia philologica valentina 536436 2019 21 7225818 Inuentiones y translationes de S. Mercurio Ibáñez Chacón:CIENCIAS DE LAS ARTES Y LAS LETRAS [UNESCO]but we have two collections miracles in Coptic that narrate the inuentio and translatio of his relics and there is also a medieval tradition about his translatio to Benevento (Italy). From all these texts is deduced a healing cult of S. Mercurius based on the usual topics. S. Mercurio ? Hagiografía ? Inuentio ? Translatio ? Culto//pages.uv.es/SPhV/cas/numero21.wiki [S. Mercurius ? Hagiography ? Inuentio ? Translatio ? Cult 149 164 https]S. Mercurius ? Hagiography ? Inuentio ? Translatio ? Cult 149 164 https://pages.uv.es/SPhV/cas/numero21.wiki
researchProduct