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Aims Relationships between local habitat heterogeneity and tree communities in miombo woodlands have been very little studied. While some studies have addressed this topic at broad scales and based on few environmental parameters, this... more
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      Soil, Indicator species, Forest dynamic plot, Miombo dry woodland
One sentence summary: Functional traits of host tree species and chemical soil parameters shape the spatial distribution of the ectomycorrhizal fungal community of a miombo forest. ABSTRACT Ectomycorrhizal fungi (EMF) are highly... more
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      Beta-diversity, Ectomycorrhizal fungi, Plant Functional Traits, Community Assembly
Reproduction and dispersal are key aspects of species life history that influence spatial genetic structure in populations. Several ant species in the genus Cataglyphis have evolved a unique breeding system in which new reproductives... more
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1. Species distribution within plant communities results from both the influence of deterministic processes , related to environmental conditions, and neutral processes related to dispersal limitation and stochastic events, the relative... more
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      Tropical forests, Variation Partitioning, Moran's eigenvector maps (MEM), Plant community structure
Eigenvector mapping techniques are widely used by ecologists and evolutionary biologists to describe and control for spatial and/or phylogenetic patterns in their data. The selection of an appropriate subset of eigenvectors is a critical... more
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      Spatial Data Analysis, Spatial Pattern, Ecological Processes, Akaike Information Criterion
1. Species distribution within plant communities results from both the influence of deterministic processes , related to environmental conditions, and neutral processes related to dispersal limitation and stochastic events, the relative... more
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      Ecology, Biological Sciences, Environmental Sciences, Tropical forests
Bacteria can damage sperm and thus reduce the reproductive success of both males and females; selection should therefore favour the evolution of antimicrobial protection. Eusocial hymenopterans might be particularly affected by such... more
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      Social insects, Immunity, Sperm, Mating
Community assembly rules have been extensively studied, but its association with regional environmental variation, while land use history remains largely unexplored. Land use history might be especially important in Mediterranean forests,... more
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      Spatial Analysis, Statistical Techniques in Spatial Analysis, Ecological Processes, Akaike Information Criterion
Eigenvector-mapping methods such as Moran's eigenvector maps (MEM) are derived from a spatial weighting matrix (SWM) that describes the relations among a set of sampled sites. The specification of the SWM is a crucial step, but the SWM is... more
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      Spatial Analysis, Community Ecology, Optimization, Spatial autocorrelation
Variation partitioning analyses combined with spatial predictors (Moran’s eigenvector maps, MEM) are commonly used in ecology to test the fractions of species abundance variation purely explained by environment and space. However, while... more
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      Spatial Analysis, Community Ecology, Ecology, Forest Ecology
Question: Do termitophilous and non- termitophilous trees of dry tropical woodlands show local adaptation? Location: Region of Lubumbashi, Upper Katanga, DR Congo. Methods: Three pairs of congeneric tree species showing strict edaphic... more
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      Soil Science, Local Adaptation (Evolutionary Ecology), Katanga, Termites
Large frugivores provide critical seed dispersal services for many plant species and their extir-pation from forested ecosystems can cause compositional shifts in regenerating plant cohorts. Yet, we still poorly understand whether large... more
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      Botany, Conservation Biology, Biology, Ecology
The Structure Theorem for Hopf modules states that if a bialgebra H is a Hopf algebra (i.e. it is endowed with a so-called antipode) then every Hopf module M is of the form M coH ⊗ H, where M coH denotes the space of coinvariant elements... more
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      Hopf algebras, Representation Theory, Hopf Algebras, Rings and Algebas, Category Theory and Hopf Algebras
By a theorem of Majid, every monoidal category with a neutral ten-sor functor to finite-dimensional vector spaces gives rise to a coquasi-bialgebra. We prove that if the category is also rigid, then the associated coquasi-bialgebra admits... more
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      Coquasi-bialgebras, Coquasi-Hopf algebras, Monoidal categories
We prove that a quasi-bialgebra admits a preantipode if and only if the associated free quasi-Hopf bimodule functor is Frobenius, if and only if the relative (opmonoidal) monad is a Hopf monad. The same results hold in particular for a... more
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We investigate the property of being Frobenius for some functors strictly related with Hopf modules over a bialgebra and how this property reflects on the latter. In particular, we characterize one-sided Hopf algebras with... more
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The aim of this paper is to establish a contravariant adjunction between the category of quasi-bialgebras and a suitable full subcategory of dual quasi-bialgebras, adapting the notion of finite dual to this framework. Various functorial... more
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Given a finitely generated and projective Lie-Rinehart algebra, we show that there is a continuous homomorphism of complete commutative Hopf algebroids between the completion of the finite dual of its universal enveloping Hopf algebroid... more
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      Algebraic Geometry, Category Theory, Differential Geometry, Abstract Algebra
The space of linearly recursive sequences of complex numbers admits two distinguished topologies. Namely, the adic topology induced by the ideal of those sequences whose first term is 0 and the topology induced from the Krull topology on... more
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      Topology, Abstract Algebra, Series and Sequences