2002
DOI: 10.1016/s0304-3800(02)00125-4
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Vegetation architecture and redistribution of insects moving on the plant surface

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Cited by 15 publications
(16 citation statements)
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“…At 0.5 probability for each direction at a crossroads, successive crossroads along the aphid pathway will then result in a very low probability of reaching a topologically distant shoot, without counting increased travel time due to unsuccessful forward and backward movements along the branch. Patterns of connectivity (Hannunen 2002;Randlkofer et al 2010) seen as the measure of physical contacts between shoots may also interfere although not under focus in our study. The theory of dendritic networks applied to population dynamics (Campbell Grant et al 2007) may help to represent the within-branch movement and colonisation of aphids, and the significance of shoots, subbranches and crossroads (nodes).…”
Section: Discussionmentioning
confidence: 85%
“…At 0.5 probability for each direction at a crossroads, successive crossroads along the aphid pathway will then result in a very low probability of reaching a topologically distant shoot, without counting increased travel time due to unsuccessful forward and backward movements along the branch. Patterns of connectivity (Hannunen 2002;Randlkofer et al 2010) seen as the measure of physical contacts between shoots may also interfere although not under focus in our study. The theory of dendritic networks applied to population dynamics (Campbell Grant et al 2007) may help to represent the within-branch movement and colonisation of aphids, and the significance of shoots, subbranches and crossroads (nodes).…”
Section: Discussionmentioning
confidence: 85%
“…If a real boundary effect were mediated by a difference in height at the patch-matrix interface then permeability would be almost zero above the matrix vegetation and greater at lower heights. To incorporate these effects, three-dimensional models accounting for plant architecture are required (Hannunen 2002), although representing the landscape in this way is computationally more challenging.…”
Section: Discussionmentioning
confidence: 99%
“…This would also apply if the altered structure of the plots upon which we recorded movement paths prevented the model's application to the more natural vegetation in the field. However, since tansy beetles move on dense vegetation with few non-connecting structures, they should have a high degree of control over their movement (Hannunen 2002) so this may be of little importance. Indeed, Goodwin and Fahrig (2002) found that although the goldenrod beetle Trirhabda borealis moved differently in different matrix environments, matrix elements only had a small influence on landscape connectivity compared to habitat patches.…”
Section: Discussionmentioning
confidence: 99%
“…Now, comb-like models are widely employed to describe various experimental applications. These models have proven useful to describe the transport along spiny dendrites [13,14], percolation clusters with dangling bonds [11], diffusion of drugs in the circulatory system [15], energy transfer in comb polymers [6,7] and dendritic polymers [8], diffusion in porous materials [16][17][18], the influence of vegetation architecture on the diffusion of insects on plant surfaces [19], and many other interdisciplinary applications. Random walks on comb structures provide a geometrical explanation of anomalous diffusion.…”
Section: Introductionmentioning
confidence: 99%