2015
DOI: 10.1016/j.funeco.2015.04.005
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The shape of fungal ecology: does spore morphology give clues to a species' niche?

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Cited by 39 publications
(28 citation statements)
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“…This challenge may have contributed to the failure to incorporate allometric theory into fungal ecology (and vice versa). A promising approach is to use determinate growth stages of fungi, such as sporocarp measurements (biomass, height, diameter) in a way analogous to plants and animals (Pringle et al, 2015). However, sporocarp formation (prevalent in a small group of fungal species), represents a very limited fungal life stage.…”
Section: Definition Of Allometry and The Scaling Of Metabolic Ratementioning
confidence: 99%
“…This challenge may have contributed to the failure to incorporate allometric theory into fungal ecology (and vice versa). A promising approach is to use determinate growth stages of fungi, such as sporocarp measurements (biomass, height, diameter) in a way analogous to plants and animals (Pringle et al, 2015). However, sporocarp formation (prevalent in a small group of fungal species), represents a very limited fungal life stage.…”
Section: Definition Of Allometry and The Scaling Of Metabolic Ratementioning
confidence: 99%
“…The relationship between fungal spore size and aerial dispersal capability has been studied for nearly a century in other fungi that form aboveground sporocarps (Buller, 1909; Norros et al ., 2014; Pringle et al ., 2015). Spore size as a predictive trait for AM fungal dispersal could be particularly informative because plasticity in spore size is comparatively large for the Glomeromycota and because spore size as a trait is phylogenetically conserved across broad AM fungal groups (Aguilar‐Trigueros et al ., 2019).…”
Section: Discussionmentioning
confidence: 99%
“…However, in the case of spore shape and sporophore extraordinary diversity of shapes there is little quantitative explanations, most of it being highly hypothetical. 50 GM exploring the complexity of biological objects in 2D and 3D constructs morphospaces which are based on Euclidean tangent space to Kendall's shape space (which is spherical) meaning that all envisaged shapes are constrained to Euclidean space rules. 7 Since the vast majority of organisms fungi included present non-Euclidean geometric features GM is somehow reductionist.…”
Section: Figurementioning
confidence: 99%