Search results for "Characters"

showing 10 items of 83 documents

Ingenium e natura umana in Giambattista Vico.

2009

Abstract. In the present theories about human nature there are some attempts to naturalize the mind; on the other hand there are tendencies of thought that criticise those ideas. Vico’s work can be considered the foundation of theories which refuse to naturalize humans. Vico had an anti-dualistic view of human nature, centred on ingenium and related to the ideas of action, language, civil world and culture. This essay analyses Vico’s concept of ingenium and proposes a reflection about his epistemology (1), philosophy of mind (2) and philosophy of language (3). (1) Knowledge and truth are connected to human praxis and action. Vico’s theory of knowledge is based on the verum-factum principle.…

Keywords: Vico Human nature Ingenium verum-factum principle Poetic characters Mute language.
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Inversion formulae for the integral transform on a locally compact zero-dimensional group

2009

Abstract Generalized inversion formulae for multiplicative integral transform with a kernel defined by characters of a locally compact zero-dimensional abelian group are obtained using a Kurzweil-Henstock type integral.

Locally compact zero-dimensional abelian group characters of a group Kurzweil-Henstock integral Fourier series multiplicative integral transform inversion formulaSettore MAT/05 - Analisi MatematicaGeneral MathematicsMultiplicative functionMathematical analysisMathematics::Classical Analysis and ODEsLocally compact spaceAbelian groupLocally compact groupIntegral transformInversion (discrete mathematics)MathematicsTatra Mountains Mathematical Publications
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A computer-based Pinyin intervention for disadvantaged children in China: Effects on Pinyin skills, phonological awareness, and character reading.

2019

Pinyin is an alphabetic script that denotes pronunciations of Chinese characters. Studies have shown that Pinyin instruction enhances both phonological awareness (e.g., Shu et al., Developmental Science, 2008, 11, 171-181) and character reading (e.g., Lin et al., Psychological Science, 2010, 21, 1117-1122) in Chinese children. In the present study, we provided a 3-week Pinyin intervention with a computer-based Pinyin GraphoGame to disadvantaged migrant children with poor Pinyin skills. A total of 252 first graders who were children of migrant workers in a large Chinese city were assessed to identify poor Pinyin readers. Fifty-six 7-year-old children with poor Pinyin skills were selected and…

MaleChinamedia_common.quotation_subjectExperimental and Cognitive PsychologyVulnerable Populations050105 experimental psychologyLiteracyEducationDevelopmental psychologyDyslexiaFluencyPhonological awarenessPhoneticsReading (process)Developmental and Educational PsychologymedicineHumans0501 psychology and cognitive sciencesChildmedia_commonPhonemic awareness4. Education05 social sciencesPinyinDyslexia050301 educationGeneral MedicineAwarenessmedicine.diseaseCognitive RemediationReadingTherapy Computer-AssistedLanguage TherapyFemaleChinese charactersPsychology0503 educationDyslexia (Chichester, England)REFERENCES
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Shining castles and humans of metal/floral appearance ? metaphorical language in the Palaiologan romances Kallimachos and Velthandros

2019

About eight centuries after Heliodorus, the Greek novel resurfaced in the twelfth century, in Komnenian Byzantium, and again two centuries later under the Palaiologan dynasty. This latter literary revival was due to the political stability of the imperial Byzantine government, which promoted cultural production, rhetorical education, and patronage networks. Kallimachos and Velthandros, two Palaiologan romances presented as court literature, combine ancient and medieval tropes with rhetorical artistry to blur the boundaries between the artificial and the natural. Castles and objects made of precious metals thus resemble living, natural spaces, and human characters are portrayed in metallurgi…

Metaphorical languageSimileUNESCO::CIENCIAS DE LAS ARTES Y LAS LETRAScombine ancient and medieval tropes with rhetorical artistry to blur the boundaries between the artificial and the natural. Castles and objects made of precious metals thus resemble livingand patronage networks. Kallimachos and Velthandrosthe Greek novel resurfaced in the twelfth centuryand again two centuries later under the Palaiologan dynasty. This latter literary revival was due to the political stability of the imperial Byzantine governmentHomeric modelnatural spacesand human characters are portrayed in metallurgical//pages.uv.es/SPhV/cas/numero21.wiki [and zoomorphic terms. Palaiologan romance ? Homeric model ? ekphrasis ? metaphorical language ? simile 83 100 https]Ekphrasistwo Palaiologan romances presented as court literaturein Komnenian Byzantium1135-9560 8276 Studia philologica valentina 536436 2019 21 7225814 Shining castles and humans of metal/floral appearance ? metaphorical language in the Palaiologan romances Kallimachos and Velthandros Fonsecawhich promoted cultural productionanthomorphicByzantine literaturePalaiologan romancerhetorical education:CIENCIAS DE LAS ARTES Y LAS LETRAS [UNESCO]and zoomorphic terms. Palaiologan romance ? Homeric model ? ekphrasis ? metaphorical language ? simile 83 100 https://pages.uv.es/SPhV/cas/numero21.wikiRui Carlos About eight centuries after Heliodorus
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Taxas de substituições das Annonaceas: uma perspectiva do modelo códon

2014

The Annonaceae includes cultivated species of economic interest and represents an important source of information for better understanding the evolution of tropical rainforests. In phylogenetic analyses of DNA sequence data that are used to address evolutionary questions, it is imperative to use appropriate statistical models. Annonaceae are cases in point: Two sister clades, the subfamilies Annonoideae and Malmeoideae, contain the majority of Annonaceae species diversity. The Annonoideae generally show a greater degree of sequence divergence compared to the Malmeoideae, resulting in stark differences in branch lengths in phylogenetic trees. Uncertainty in how to interpret and analyse these…

Nonsynonymous substitutionmodelo códondiversificationcomprimentos dos ramosSynonymous substitution ratecharactersfilogenéticaAnnonaceaePlant Sciencelcsh:Plant cultureDNA sequencinggeneraMolecular evolutionPhylogeneticsCodon modelsphylogeny reconstructionLaboratorium voor Moleculaire Biologielcsh:SB1-1110patternsCladeNon-synonymous substitutionNdhFGeneticsflowering plantsPhylogenetic treebiologyhistorical biogeographymolecular evolutionBiology and Life Sciencesbiology.organism_classificationBiosystematiekratePhylogeneticsAnnonaceaesubstituições não-sinônimassubstituições sinônimasBiosystematicsBranch lengthsNon-synonymous substitution ratemaximum-likelihoodLaboratory of Molecular BiologyEPSAgronomy and Crop ScienceFood Sciencenucleotide substitution
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An answer to a question of Isaacs on character degree graphs

2006

Abstract Let N be a normal subgroup of a finite group G. We consider the graph Γ ( G | N ) whose vertices are the prime divisors of the degrees of the irreducible characters of G whose kernel does not contain N and two vertices are joined by an edge if the product of the two primes divides the degree of some of the characters of G whose kernel does not contain N. We prove that if Γ ( G | N ) is disconnected then G / N is solvable. This proves a strong form of a conjecture of Isaacs.

Normal subgroupCombinatoricsDiscrete mathematicsFinite groupMathematics(all)ConjectureGeneral MathematicsProjective charactersNormal subgroupsSolvable groupsCharacter degreesGraphMathematicsAdvances in Mathematics
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A characteristic subgroup and kernels of Brauer characters

2005

If G is finite group and P is a Sylow p-subgroup of G, we prove that there is a unique largest normal subgroup L of G such that L ⋂ P = L ⋂ NG (P). If G is p-solvable, then L is the intersection of the kernels of the irreducible Brauer characters of G of degree not divisible by p.

Normal subgroupCombinatoricsMaximal subgroupTorsion subgroupBrauer's theorem on induced charactersGeneral MathematicsSylow theoremsCommutator subgroupCharacteristic subgroupFitting subgroupMathematicsBulletin of the Australian Mathematical Society
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Characters of relative p'-degree over normal subgroups

2013

Let Z be a normal subgroup of a finite group G , let ??Irr(Z) be an irreducible complex character of Z , and let p be a prime number. If p does not divide the integers ?(1)/?(1) for all ??Irr(G) lying over ? , then we prove that the Sylow p -subgroups of G/Z are abelian. This theorem, which generalizes the Gluck-Wolf Theorem to arbitrary finite groups, is one of the principal obstacles to proving the celebrated Brauer Height Zero Conjecture

Normal subgroupDiscrete mathematicsFinite groupConjectureBrauer's theorem on induced charactersSylow theoremsZero (complex analysis)Prime numberMathematics::Group TheoryMathematics (miscellaneous)Statistics Probability and UncertaintyAbelian groupMathematics::Representation TheoryMathematicsAnnals of Mathematics
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On fully ramified Brauer characters

2014

Let Z be a normal subgroup of a finite group, let p≠5 be a prime and let λ∈IBr(Z) be an irreducible G-invariant p-Brauer character of Z. Suppose that λG=eφ for some φ∈IBr(G). Then G/Z is solvable. In other words, a twisted group algebra over an algebraically closed field of characteristic not 5 with a unique class of simple modules comes from a solvable group.

Normal subgroupDiscrete mathematicsModular representation theoryPure mathematicsFinite groupBrauer's theorem on induced charactersGeneral Mathematics010102 general mathematics010103 numerical & computational mathematicsGroup algebra01 natural sciencesCharacter (mathematics)Solvable group0101 mathematicsAlgebraically closed fieldMathematicsAdvances in Mathematics
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NONVANISHING ELEMENTS FOR BRAUER CHARACTERS

2015

Let $G$ be a finite group and $p$ a prime. We say that a $p$-regular element $g$ of $G$ is $p$-nonvanishing if no irreducible $p$-Brauer character of $G$ takes the value $0$ on $g$. The main result of this paper shows that if $G$ is solvable and $g\in G$ is a $p$-regular element which is $p$-nonvanishing, then $g$ lies in a normal subgroup of $G$ whose $p$-length and $p^{\prime }$-length are both at most 2 (with possible exceptions for $p\leq 7$), the bound being best possible. This result is obtained through the analysis of one particular orbit condition in linear actions of solvable groups on finite vector spaces, and it generalizes (for $p>7$) some results in Dolfi and Pacifici [‘Zero…

Normal subgroupPure mathematicsFinite groupModular representation theoryBrauer's theorem on induced charactersCharacter (mathematics)Solvable groupGeneral MathematicsPrime (order theory)MathematicsVector spaceJournal of the Australian Mathematical Society
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