Search results for "Subcategory"

showing 7 items of 7 documents

A new morphologic classification of the alveolar ridge after distraction osteogenesis in human patients. A 17 years retrospective case series study

2020

Background To perform a morphologic classification based on the results of bone augmentation after a distraction osteogenesis. Material and Methods Thirty-four (34) patients (24 women and 10 men; mean age, 47.1 years (SD=9.5); age range, 23 to 62 years) underwent a total of 42 alveolar ridge distractions before the placement of a total of 89 dental implants. Ridge bone morphology was evaluated as the main ordinal variable. Chi-squared, Kruskal-Wallis and ANOVA one-way test were used. Results Category I (30.95%): consisted of wide alveolar rim and no bone defects Category II (28.57%): wide alveolar rim, lateral bone surface concavity. Category III (23.81%): narrow alveolar rim, lateral bone …

AdultMalemedicine.medical_treatmentOsteogenesis DistractionBone augmentationYoung AdultpreventionDistractionAlveolar ridgeAlveolar ProcessMedicineHumansclinical protocolsmedication-related osteonecrosis of the jawBone regenerationGeneral DentistryUNESCO:CIENCIAS MÉDICASRetrospective StudiesSubcategoryOrthodonticsDental Implantsbusiness.industryResearchDental Implantation EndosseousAlveolar Ridge AugmentationMiddle AgedBridge (graph theory)Otorhinolaryngologyclinical guidelinesDistraction osteogenesisSurgeryFemaleOral SurgerybusinessCase series
researchProduct

On limits and colimits of variety-based topological systems

2011

The paper provides variety-based extensions of the concepts of (lattice-valued) interchange system and space, introduced by Denniston, Melton and Rodabaugh, and shows that variety-based interchange systems incorporate topological systems of Vickers, state property systems of Aerts, Chu spaces (over the category of sets in the sense of Pratt) of P.-H. Chu and contexts (of formal concept analysis) of Wille. The paper also provides an explicit description of (co)limits in the category of variety-based topological systems and applies the obtained results to extend the claim of Denniston et al. that the category of topological systems of Vickers is small initially topological over the category o…

Limit (category theory)Artificial IntelligenceLogicMathematics::Category TheoryConcrete categoryCategory of topological spacesVariety (universal algebra)Algebraic topologySpace (mathematics)TopologyCategory of setsReflective subcategoryMathematicsFuzzy Sets and Systems
researchProduct

Retail price promotion influences for product varieties in grocery stores: evidence from Spain

2008

PurposeThis paper aims to focus on measuring and assessing the sales impact of temporary retail price discounts on all brands within a product subcategory as well as across other subcategories that differ slightly on composition and taste.Design/methodology/approachTo test these effects, the study uses a regression approach to analyse data of several fast moving consumer good subcategories obtained from a Spanish supermarket.FindingsThe results confirm that temporary retail price reductions increase brand sales of the promoted brands, especially at weekends. Some brands gained sales at the expense of sales of substitute items within the same subcategory and also from sales of competing item…

MarketingSubcategoryAdvertisingBusinessBusiness and International ManagementMarketingPrice promotionInternational Journal of Retail & Distribution Management
researchProduct

Filament sets and homogeneous continua

2007

Abstract New tools are introduced for the study of homogeneous continua. The subcontinua of a given continuum are classified into three types: filament , non-filament , and ample , with ample being a subcategory of non-filament. The richness of the collection of ample subcontinua of a homogeneous continuum reflects where the space lies in the gradation from being locally connected at one extreme to indecomposable at another. Applications are given to the general theory of homogeneous continua and their hyperspaces.

SubcategoryAmpleContinuum (topology)010102 general mathematicsMathematical analysisMathematics::General TopologySpace (mathematics)01 natural sciences010101 applied mathematicsProtein filamentQuantitative Biology::Subcellular ProcessesMathematics::Algebraic GeometryGeneral theoryHomogeneousContinuumFilamentHomogeneousGeometry and Topology0101 mathematicsIndecomposable moduleMathematicsTopology and its Applications
researchProduct

On the category Set(JCPos)

2006

Category Set(JCPos) of lattice-valued subsets of sets is introduced and studied. We prove that it is topological over SetxJCPos and show its ''natural'' coalgebraic subcategory.

SubcategoryDiscrete mathematicsLogicConcrete categoryTopological categoryClosed categoryMathematics::K-Theory and HomologyArtificial IntelligenceMathematics::Category TheoryCategoryCategory of topological spacesEnriched categoryCategory of setsMathematicsFuzzy Sets and Systems
researchProduct

How connected are the major forms of irrationality? : an analysis of pseudoscience, science denial, fact resistance and alternative facts

2017

Science is a fact-finding practice, but there are many other fact-finding practices that apply largely the same patterns of reasoning in order to achieve as reliable information as possible in empirical issues. The fact-finding practices form in their turn a subcategory of rational discourse, a wider category that also encompasses argumentation on non-empirical issues. Based on these categories, it is easy to see the relationship between on the one hand pseudoscience, on the other hand fact resistance, disinformation, and fallacies of reasoning. The flaws in argumentation are similar, and the main difference is whether or not the subject matter falls within or without the realm of science.

SubcategoryMultidisciplinary010504 meteorology & atmospheric sciencesmedia_common.quotation_subject05 social sciencesPseudoscienceIrrationalityResistance (psychoanalysis)050905 science studies01 natural sciencesArgumentation theoryEpistemologyDenialHistory and Philosophy of ScienceRealmDisinformationSociology0509 other social sciences0105 earth and related environmental sciencesmedia_common
researchProduct

Multiple Zeta Values

2017

We study in some detail the very important class of periods called multiple zeta values (MZV). These are periods of mixed Tate motives, which we discussed in Sect. 6.4. Multiple zeta values are in fact periods of unramified mixed Tate motives, a full subcategory of all mixed Tate motives.

SubcategoryPure mathematicsClass (set theory)Mathematics::K-Theory and HomologyMathematics::Number TheoryHopf algebraMathematics::Algebraic TopologyHodge structureMathematics
researchProduct