Search results for "PROPERTY"

showing 10 items of 955 documents

On the Bishop-Phelps-Bollobás type theorems

2017

This dissertation is devoted to the study of the Bishop-Phelps-Bollobás property in different contexts. In Chapter 1 we give a historical resume and the motivation behind this property as the classics Bishop-Phelps and Bishop-Phelps-Bollobás theorems. We define the Bishop-Phelps-Bollobás property (BPBp) and we comment on some important current results. In Chapter 2 we study similar properties to the BPBp. First, we define the Bishop-Phelps-Bollobás point property (BPBpp). The BPBpp is stronger than the BPBp. We study it for bounded linear operators and then for bilinear mappings. After that, we study two more similar properties: properties 1 and 2. Property 2 is just the dual property of th…

Bishop-Phelps-Bollobás property:MATEMÁTICAS [UNESCO]Mathematics::Functional AnalysisBishop-Phelps theoremNorm attaning operatorsUNESCO::MATEMÁTICAS
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MR2876776 Orhan, C.; Tas, E.; Yurdakadim, T. The Buck-Pollard property for $p$-Cesàro matrices. Numer. Funct. Anal. Optim. 33 (2012), no. 2, 190--196.

2012

Buck-Pollard property p-Cesaro matrices
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International network of cancer genome projects

2010

International audience; The International Cancer Genome Consortium (ICGC) was launched to coordinate large-scale cancer genome studies in tumors from 50 different cancer types and/or subtypes that are of clinical and societal importance across the globe. Systematic studies of over 25,000 cancer genomes at the genomic, epigenomic, and transcriptomic levels will reveal the repertoire of oncogenic mutations, uncover traces of the mutagenic influences, define clinically-relevant subtypes for prognosis and therapeutic management, and enable the development of new cancer therapies.

Cancer therapyCarcinogenesisGenetics MedicalInternational CooperationSystems biologyDNA Mutational AnalysiseducationGenomicsBiologyGenomeArticle03 medical and health sciences0302 clinical medicineBreast cancerOncogènesiNeoplasmsDatabases GeneticmedicineCancer genomicsHumansCàncerMolecular BiologyCancer030304 developmental biologyGenetics0303 health sciencesMultidisciplinaryGenome HumanCancer[SDV.MHEP.HEG]Life Sciences [q-bio]/Human health and pathology/Hépatology and GastroenterologyGenomicsDNA Methylationmedicine.diseaseIntellectual PropertyHuman genetics3. Good healthCancer Genome Project030220 oncology & carcinogenesisMutationcancer genome projectsHuman genomeGenes Neoplasm
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Legitymacja czynna domu zakonnego Ojców Augustianów w Krakowie w postępowaniu regulacyjnym

2021

Składając wniosek, a następnie pozew w trybie przepisów art. 61 ust. 1 i art. 64 ust. 2 ustawy o stosunku państwa do Kościoła katolickiego w Rzeczypospolitej Polskiej kościelna osoba prawna musi wykazać swoją legitymację czynną do złożenia wniosku (pozwu), jego popierania oraz nabycia prawa własności. Musi zatem wykazać, że jest tą kościelną osobą prawną, która została pozbawiona własności nieruchomości wskutek jej upaństwowienia (tożsamość podmiotów), lub że jest następcą prawnym tej osoby. Wystąpienie z roszczeniem o przywrócenie własności nieruchomości upaństwowionej nie jest uzależnione od tego, czy nieruchomość ta uprzednio stanowiła własność tej osoby prawnej. Może bowiem zachodzić za…

Canon lawLawsuitState (polity)Property rightsConstitutionmedia_common.quotation_subjectLawPolitical scienceGeneral MedicineEstateProcedural lawLegislatormedia_commonAnnales Canonici
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Space of signatures as inverse limits of Carnot groups

2021

We formalize the notion of limit of an inverse system of metric spaces with 1-Lipschitz projections having unbounded fibers. The construction is applied to the sequence of free Carnot groups of fixed rank n and increasing step. In this case, the limit space is in correspondence with the space of signatures of rectifiable paths in ℝn, as introduced by Chen. Hambly-Lyons’s result on the uniqueness of signature implies that this space is a geodesic metric tree. As a particular consequence we deduce that every path in ℝn can be approximated by projections of some geodesics in some Carnot group of rank n, giving an evidence that the complexity of sub-Riemannian geodesics increases with the step.…

Carnot groupsignature of pathsryhmäteoriametric treeinverse limitsub-Riemannian distancedifferentiaaligeometria510 Mathematicspath lifting propertysubmetryMathematics::Metric GeometryMathematics::Differential Geometrymittateoriafree nilpotent groupstokastiset prosessit
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Modeling Local Social Migrations: A Cellular Automata Approach

2015

In local social migrations, agents move from their initial location looking for a better local social environment. Social migrations processes do not change the number of social agents of a given type (i.e., the empirical distribution of the population) but their spatial location. Although cellular automata seems to appear as a natural approach to model of social migrations, the evolution of the configuration through a cellular automata might induce a new configuration wherein the number of agents of each type might be actually modified. This article provides a characterization of these cellular automata rules such that for any initial empirical distribution, the evolution of the configurat…

Cellular automataClass (set theory)education.field_of_studyTheoretical computer scienceProperty (philosophy)PopulationSocial environmentType (model theory)Nonlinear Sciences::Cellular Automata and Lattice GasesEmpirical distribution functionCellular automatonArtificial IntelligenceORGANIZACION DE EMPRESASNatural approacheducationAlgorithmSoftwareSocial migrationsInformation SystemsMathematics
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Perturbations of symmetric elliptic Hamiltonians of degree four

2006

AbstractIn this paper four-parameter unfoldings Xλ of symmetric elliptic Hamiltonians of degree four are studied. We prove that in a compact region of the period annulus of X0 the displacement function of Xλ is sign equivalent to its principal part, which is given by a family induced by a Chebychev system; and we describe the bifurcation diagram of Xλ in a full neighborhood of the origin in the parameter space, where at most two limit cycles can exist for the corresponding systems.

Chebychev propertyDegree (graph theory)Applied MathematicsMathematical analysisBifurcation diagramAnnulus (mathematics)Unfolding symmetric Hamiltonian systemsParameter spaceBifurcation diagramMelnikov functionsunfolding symmetric Hamiltonian systems; Melnikov functions; Chebychev property; Bifurcation diagramDisplacement functionPrincipal partLimit (mathematics)AnalysisSign (mathematics)MathematicsJournal of Differential Equations
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Microstructure–property relation and machine learning prediction of hole expansion capacity of high-strength steels

2021

Abstract The relationship between microstructure features and mechanical properties plays an important role in the design of materials and improvement of properties. Hole expansion capacity plays a fundamental role in defining the formability of metal sheets. Due to the complexity of the experimental procedure of testing hole expansion capacity, where many influencing factors contribute to the resulting values, the relationship between microstructure features and hole expansion capacity and the complexity of this relation is not yet fully understood. In the present study, an experimental dataset containing the phase constituents of 55 microstructures as well as corresponding properties, su…

Chemical contentMaterials scienceRelation (database)business.industryProperty (programming)Mechanical EngineeringMachine learningcomputer.software_genreMicrostructuremicrostructure constituents hole expansion capacity statistical analysis machine learningMechanics of MaterialsPhase (matter)Solid mechanicsFormabilityGeneral Materials ScienceStatistical analysisArtificial intelligencebusinesscomputerJournal of Materials Science
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ChemInform Abstract: Synthesis of Pyrrolidin-2-ones and of Staurosporine Aglycon (K-252c) by Intermolecular Michael Reaction.

2010

Indolo[2,3-a]pyrrolo[3,4-c]carbazoles were isolated from nature, e.g., from low plants, especially fungi, as structurally rare natural substances. Responsible for naming and also the most important representative of this type is staurosporine (1), isolated from Streptomyces staurosporeus, and its aglycon (2), also known as staurosporinone or K-252c. 3,4-Disubstituted pyrrolidin-2-ones, a group of compounds with many interesting biological properties are related to staurosporinone. The most important property is the inhibition of protein kinase C (PKC), so that this antiproliferative agent can interfere with the cell cycle. The synthetic strategy, developed by us, allows the synthesis of pyr…

ChemistryStereochemistryIntermolecular forceEnantioselective synthesisGeneral Medicinechemistry.chemical_compoundBiological propertyNitroMichael reactionLactammedicineStaurosporineProtein kinase Cmedicine.drugChemInform
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Risk issues for foreign software firms in China

2007

Chinasoftware businessforeign software firmsKiinagovernmentintellectual propertytietotekniikkariskstietotekniikkayrityksetriskitulkomaiset investoinnit
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