Integrodifference equations in patchy landscapes
Explore this paper's citation graph
Summary
It is shown that the dispersal kernel can be characterized as the Green’s function of a second-order differential operator, and the kind of (discontinuous) dispersal kernels that result from this approach are illustrated.
- Type
- article
- Published
- 2013-08-02
- Cited by
- 19
- References
- 81
- OpenAlex
- https://openalex.org/W23907527
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:23691950
Keywords
Computer science, Software testing, Data flow diagram, Information retrieval, Data science
References
- Emerald Ash Borer ( Agrilus planipennis) Density and Canopy Dieback in Three North American Ash Species
- Linear operators leaving invariant a cone in a Banach space
- Risk methodology for geologic disposal of radioactive waste: small sample sensitivity analysis techniques for computer models, with an application to risk assessment
- Partial Differential Equations: Analytical Solution Techniques
- Quantitative analysis of movement : measuring and modeling population redistribution in animals and plants
- Spatio-Temporal Models in Ecology: An Introduction to Integro-Difference Equations
- Comparing the landscape level perceptual abilities of forest sciurids in fragmented agricultural landscapes*
- Emerald Ash Borer (Coleoptera: Buprestidae) Attraction to Stressed or Baited Ash Trees
- EFFECT OF HABITAT FRAGMENTATION ON THE EXTINCTION THRESHOLD: A SYNTHESIS*
- How Individual Movement Response to Habitat Edges Affects Population Persistence and Spatial Spread
- Spatially-explicit matrix models. A mathematical analysis of stage-structured integrodifference equations.
- Long-Time Behavior of a Class of Biological Models
- Random dispersal in theoretical populations
- Traveling periodic waves in heterogeneous environments
- Finding habitat patches and directional connectivity
- Emerald ash borer in North America: a research and regulatory challenge
- MULTISCALE ANALYSIS OF ACTIVE SEED DISPERSAL CONTRIBUTES TO RESOLVING REID'S PARADOX
- On spreading speeds and traveling waves for growth and migration models in a periodic habitat
- Landscape and fine-scale movements of a leaf beetle: the importance of boundary behaviour
- Impact of Directed Movement on Invasive Spread in Periodic Patchy Environments
Cited by
- Optimal control of integrodifference equations in a pest-pathogen system
- Analysis of spread and persistence for stream insects with winged adult stages
- Population spread in patchy landscapes under a strong Allee effect
- Invasion speeds with active dispersers in highly variable landscapes: Multiple scales, homogenization, and the migration of trees.
- Integrodifference equations in patchy landscapes
- Spread rates on fragmented landscapes: the interacting roles of demography, dispersal and habitat availability
- Behavioral responses to resource heterogeneity can accelerate biological invasions.
- Models for Persistence and Spread of Structured Populations in Patchy Landscapes
- Movement behaviour determines competitive outcome and spread rates in strongly heterogeneous landscapes
- Persistence and spread of stage-structured populations in heterogeneous landscapes
- An explicit formula for a dispersal kernel in a patchy landscape
- An integrodifference model for vegetation patterns in semi-arid environments with seasonality
- Asymptotic Regimes of an Integro-Difference Equation with Discontinuous Kernel
- Modelling plant community dynamics in changing forest ecosystems: a review
- Faster movement in non-habitat matrix 1 promotes range shifts in heterogeneous landscapes 2 3 4
- Multi-patch Laplace Dispersal across Biased Interfaces
- Integrodifference Equations in Ecology : 30 years and counting
- Critical Patch-Size
- Threshold dynamics for a stage-structured model with non-local impulsive birth in a heterogeneous environment
Related papers
- An Experimental Comparison of the Effectiveness of Branch Testing and Data Flow Testing
- [Experimental testing of local hemostyptics].
- Performance Extrapolation Using Load Testing Results
- Pulse Testing: Mathematical Analysis and Experimental Verification
- An experimental comparison of the new type test and the term paper.
- On Error Analysis Comparison of Some Numerical Experimental Results
- Numerical simulation of flow parts of pump models and verification of simulation results by comparison of obtained values with experimental data.
- NUMERICAL ANALYSES FOR GUIDED WAVE TESTING BY IMPACT HAMMER METHOD AND ITS EXPERIMENTAL VALIDATION