Search results for "cART"

showing 10 items of 2010 documents

Gigaspermum mouretii Corb. (Gigaspermaceae, Musci), a new species from Italy

1998

.

Pulmonary and Respiratory MedicineGeographybiologyGigaspermum mouretiiPediatrics Perinatology and Child Healthbiology.organism_classificationCartographyGigaspermaceaeArchaeologyActa Botanica Malacitana
researchProduct

Una Nueva Técnica de Remodelación de la Punta Nasal en Rinoplastia, para Casos Extremadamente Difíciles, Mediante la Resección Total de los Cartílago…

2015

Leonardo Da Vinci solía decir que: “La nariz está ahí para manifestar el carácter del rostro”. Y ya en el s. XX, Jack Sheen afirmó con rotundidad: “La Rinoplastia es una operación tremendamente difícil aunque técnicamente resulte decepcionantemente fácil”. La Rinoplastia es una de las operaciones más frecuentes en Cirugía Plástica, es la más difícil, creativa, artística, estudiada, debatida, controvertida, apasionante y siempre fascinante. Y la parte más difícil de abordar con éxito en una rinoplastia es la Punta. Presentamos una Nueva Técnica de Remodelación de la Punta Nasal en Rinoplastia, para Casos Extremadamente Difíciles, Mediante la Resección Total de los Cartílagos Alares y Fascia …

Punta NasalFascia TemporalRinoplastiaCartílagos Alares
researchProduct

L'inafferrabile criminale! Il punto (e gli altri segni) su Diabolik

2019

Analisi della punteggiatura in due fascicoli distanti alcuni decenni della pubblicazione a fumetti Diabolik, come esempio dell'evoluzione dei sistemi di punteggiatura di varietà dell'italiano scritto

Punteggiatura Cartoon Italiano scrittoSettore L-LIN/01 - Glottologia E Linguistica
researchProduct

F-signature of pairs and the asymptotic behavior of Frobenius splittings

2012

We generalize $F$-signature to pairs $(R,D)$ where $D$ is a Cartier subalgebra on $R$ as defined by the first two authors. In particular, we show the existence and positivity of the $F$-signature for any strongly $F$-regular pair. In one application, we answer an open question of I. Aberbach and F. Enescu by showing that the $F$-splitting ratio of an arbitrary $F$-pure local ring is strictly positive. Furthermore, we derive effective methods for computing the $F$-signature and the $F$-splitting ratio in the spirit of the work of R. Fedder.

Pure mathematicsGeneral Mathematics13A35 13D40 14B05 13H10010102 general mathematicsSubalgebraLocal ringSplitting primeF-regularCommutative Algebra (math.AC)Mathematics - Commutative AlgebraF-signatureF-splitting ratio01 natural sciencesF-pureMathematics - Algebraic GeometryCartier algebra0103 physical sciencesFOS: Mathematics010307 mathematical physics0101 mathematicsSignature (topology)Algebraic Geometry (math.AG)Mathematics
researchProduct

Fixpunktmengen von halbeinfachen Automorphismen in halbeinfachen Lie-Algebren

1976

Let g be a semisimple Lie algebra over an algebraically closed field of characteristic 0. The set of fixed points of a semisimple inner automorphism of g is a regular reductive subalgebra of maximal rank [1], so it is defined by a subsystem of the root system Φ of g relative to a suitable Cartan subalgebra. The main theorem of the article characterizes the corresponding subsystems of Φ. The second part of the article shows how to compute the fixed point algebras of semisimple outer automorphisms of g. A complete list of all fixed point algebras is then easily obtainable. The results are applied to bounded symmetric domains. References

Pure mathematicsGeneral MathematicsSubalgebraCartan subalgebra510 MathematikFixed pointAutomorphism510 MathematicsInner automorphismMathematics::Quantum AlgebraBounded functionAlgebraically closed fieldMathematics::Representation TheorySemisimple Lie algebraMathematics
researchProduct

Polynomial functors and polynomial monads

2009

We study polynomial functors over locally cartesian closed categories. After setting up the basic theory, we show how polynomial functors assemble into a double category, in fact a framed bicategory. We show that the free monad on a polynomial endofunctor is polynomial. The relationship with operads and other related notions is explored.

Pure mathematicsPolynomialFunctorGeneral MathematicsMathematics - Category Theory18C15 18D05 18D50 03G30517 - AnàlisiMonad (functional programming)BicategoryMathematics::Algebraic TopologyCartesian closed categoryMathematics::K-Theory and HomologyMathematics::Category TheoryPolynomial functor polynomial monad locally cartesian closed categories W-types operadsFOS: MathematicsPolinomisCategory Theory (math.CT)Mathematics
researchProduct

Representations of Affine Kac-Moody Algebras

1989

In the first chapter we explained how simple finite-dimensional Lie algebras can be completely characterized in terms of their Cartan matrices or Dynkin diagrams. The same holds for an arbitrary semisim-ple finite-dimensional Lie algebra. A semisimple Lie algebra is a direct sum of simple ideals which are pairwise orthogonal with respect to the Killing form. It follows that the Cartan matrix of a semisimple Lie algebra decomposes to a block diagonal form, each block representing a simple ideal. Similarly, the Dynkin diagram is a disconnected union of Dynkin diagrams of simple Lie algebras. Next we shall study certain infinite-dimensional Lie algebras which have many similarities with the si…

Pure mathematicsQuantum affine algebraDynkin diagramMathematics::Quantum AlgebraLie algebraCartan matrixNest algebraKilling formMathematics::Representation TheorySemisimple Lie algebraAffine Lie algebraMathematics
researchProduct

Alginate-Agarose Hydrogels Improve the In Vitro Differentiation of Human Dental Pulp Stem Cells in Chondrocytes. A Histological Study

2021

[EN] Matrix-assisted autologous chondrocyte implantation (MACI) has shown promising results for cartilage repair, combining cultured chondrocytes and hydrogels, including alginate. The ability of chondrocytes for MACI is limited by different factors including donor site morbidity, dedifferentiation, limited lifespan or poor proliferation in vitro. Mesenchymal stem cells could represent an alternative for cartilage regeneration. In this study, we propose a MACI scaffold consisting of a mixed alginate-agarose hydrogel in combination with human dental pulp stem cells (hDPSCs), suitable for cartilage regeneration. Scaffolds were characterized according to their rheological properties, and their…

QH301-705.5Type II collagenMedicine (miscellaneous)02 engineering and technologyhDPSCsGeneral Biochemistry Genetics and Molecular BiologyChondrocyteArticle03 medical and health sciencesTissue engineeringDental pulp stem cellsmedicinealginateBiology (General)cartilage regenerationAggrecan030304 developmental biology0303 health sciencesChemistryCartilageMesenchymal stem cell021001 nanoscience & nanotechnologyChondrogenesisCell biologymedicine.anatomical_structuretissue engineeringMACIchondrocyte0210 nano-technologyagaroseBiomedicines
researchProduct

Uso secuencial de herramientas de control de calidad en procesos productivos: una aplicación en el sector agroalimentario = Sequential use of quality…

2014

<p>Las diferentes herramientas del Control Estadístico de Calidad proporcionan mejores resultados si su uso se lleva a cabo de manera secuencial, facilitando la detección de los puntos débiles del proceso productivo. Así, en el presente estudio se expone un método de trabajo en el que se utilizan, atendiendo a la necesidad en cada punto de la cadena de producción, algunas de dichas herramientas. Concretamente se propone el uso del diagrama de flujo, gráfico de Pareto, hojas de comprobación, gráficos de control (en este caso gráfico p y gráfico de media-recorrido), así como el análisis de la varianza (ANOVA). El procedimiento se aplica a una empresa del sector agroalimentario, interesa…

Quality ControlFood plantGráficos de controlTaguchi loss functionControl chartMejora continua de procesosEstadísticaPareto chartProcesos productivosEmpresasEconomíaCapability indexÍndices de capacidadSector agroalimentarioANOVAlcsh:HB71-74lcsh:Economic theory. Demographylcsh:Economics as a scienceFunción de pérdida de Taguchilcsh:HB1-3840GeographyGráfico de ParetoControl de calidadHumanitiesCartographyProduction chain
researchProduct

Per un corpus dei marchi di cava punici e neopunici nell’edilizia della Tunisia. Prime note

2020

Le ricerche avviate in Tripolitania (Leptis Magna e Sabratha) sulla tradizione edilizia locale esaminata attraverso i marchi di cava punici e neopunici hanno coinvolto altre regioni del Mediterraneo e più recentemente alcuni siti archeologici della Tunisia. Nel corso delle due prime campagne (2017, 2018) l’interesse si è concentrato sulle aree archeologiche di Cartagine e su alcuni siti di Capo Bon. Ci si propone di redigere un corpus dei marchi di cava, scarsamente documentati o inediti, al fine di incrementare il repertorio oggi noto e di porlo in relazione alle tecniche costruttive di tradizione punica. Presentiamo una breve rassegna della documentazione epigrafica raccolta e una sintesi…

Quarry marks Carthage punic epigraphy punic architecture.Marchi di cava Cartagine epigrafia punica architettura punica.Settore L-ANT/07 - Archeologia Classica
researchProduct