PREDICTION OF LONG‐DISTANCE DISPERSAL USING GRAVITY MODELS: ZEBRA MUSSEL INVASION OF INLAND LAKES
By J. Bossenbroek, Clifford E. Kraft, J. Nekola. 2001
244 citations recorded by the source corpus.
Subfields: Ecology, Environmental Chemistry, Nature and Landscape Conservation
View Paper: https://www.semanticscholar.org/paper/b5ee801a228f674a87216e410cf330ce9c215226
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Ecology
- David L. Strayer
- H. MacIsaac
- A. Ricciardi
- Julian D. Olden
- Daniel Simberloff
- Andrew M. Liebhold
- David M. Lodge
- Petr Pyšek
In Environmental Chemistry
- H. MacIsaac
- David M. Lodge
- J. Havel
- A. Ricciardi
- J. Muirhead
- Daniel Simberloff
- I. A. Grigorovich
- David L. Strayer
In Nature and Landscape Conservation
- Julian D. Olden
- H. MacIsaac
- David L. Strayer
- A. Ricciardi
- Daniel Simberloff
- Petr Pyšek
- David M. Lodge
- D. Richardson
Citations in the corpus
- BACKCASTING AND FORECASTING BIOLOGICAL INVASIONS OF INLAND LAKES (2004, methodology): “Bossenbroek et al. (2001) used a less spatially explicit form of gravity model to forecast spread of zebra mussels in four Great Lakes states.”
- Population ecology of insect invasions and their management. (2008, background): “, more populated locations attract more people and commodities than less populated locations) (10, 88).”
- Aquatic invasive species: challenges for the future (2015, background): “Nevertheless, protecting lakes visited by many boaters is a challenge, since most boaters visit multiple lakes over short periods of time (Buchan & Padilla, 1999; Bossenbroek et al., 2001; B. Beardmore, University of Wisconsin, pers.”
- Short‐ and long‐term effects of disturbance and propagule pressure on a biological invasion (2007, background): “Previous studies suggest that the probability of a successful invasion increases with the number of propagules released (Panetta & Randall 1994; Williamson 1989; Grevstad 1999), with the number of introduction attempts (Veltman et al . 1996), with introduction rate (Drake et al . 2005), and with pro”
- Development of inland lakes as hubs in an invasion network (2005, methodology): “For example, recreational boating has been implicated in the transportation of aquatic macrophytes and molluscs (Johnstone, Coffey & Howard-Williams 1985; Padilla, Chotkowski & Buchan 1996; Bossenbroek, Kraft & Nekola 2001; Johnson, Ricciardi & Carlton 2001).”
- Population biology of invasive species. (2001, background): “…to resource management questions, such as whether barrier zones can effectively be used to slow the spread of the gypsy moth (Sharov & Liebhold 1998) and which lakes or streams are most likely to be invaded by zebra mussels (Horvath et al. 1996, Stoeckel et al. 1997, Bossenbroek et al. 2001).”
- Mechanisms, effects, and scales of dispersal in freshwater zooplankton (2004, methodology): “Another statistical method is to use mechanistic models of dispersal, such as gravity models, with data on vector movement (Buchan and Padilla 1999; Bossenbroek et al. 2001).”
- PREDICTING INVASIONS: PROPAGULE PRESSURE AND THE GRAVITY OF ALLEE EFFECTS (2004, methodology): “In many situations, direct estimates of propagule pressure do not exist.”
- An ounce of prevention or a pound of cure: bioeconomic risk analysis of invasive species (2002, background): “…effort to maximize the bene ts of zebra mussel control; zebra mussels have enormous environmental impacts (Ricciardi & Rasmussen 1998; Lodge 2001); and prevention of new infestations remains timely because zebra mussels are still expanding their range within North America (Bossenbroek et al. 2001).”
- The role of propagule pressure in explaining species invasions. (2005, background): “mussels in the Great Lakes region of North America was well predicted by the proximity of each newly invaded lake to one that was already infested as these lakes were more likely to have been visited by infested small recreational boats [ 52 ].”
- The Role of Propagule Pressure in Biological Invasions (2009, methodology): “These have typically incorporated only environmental variables, but several studies have also incorporated variables representing propagule pressure (e.g., Bossenbroek et al. 2001, Dullinger et al. 2009, Foxcroft et al. 2004, Rouget & Richardson 2003).”
- Modelling local and long‐distance dispersal of invasive emerald ash borer Agrilus planipennis (Coleoptera) in North America (2006, methodology): “Gravity models relate the interaction strength between a discrete, invaded source and a non-invaded destination, weighted by the distance between them, in a manner analogous to Newton’s Law of Gravitation (Bossenbroek et al ., 2001; Muirhead & MacIsaac, 2005).”
- Starting the invasion pathway: the interaction between source populations and human transport vectors (2005, background): “Recreational boating is an important vector for the spread of NIS of plants and animals in freshwater environments (Johnstone et al. 1985; Buchan and Padilla 1999; Bossenbroek et al. 2001; Johnson et al. 2001), and has been implicated in a number of notable invasions by sessile marine organisms (F”
- Long‐term demography of a zebra mussel (Dreissena polymorpha) population (2006, unknown): “Mellina & Rasmussen, 1994; Karatayev, Burlakova & Padilla, 1998; Bossenbroek, Kraft & Nekola, 2001; Lewandowski, 2001).”
- A management framework for preventing the secondary spread of aquatic invasive species (2008, background): “Gravity models have proven useful for modeling propagule transport and the risk of species introduction to lakes (Bossenbroek et al. 2001; Leung et al. 2006) and will likely increase in importance as a tool for modeling propagule pressure and the likelihood of aquatic invasive species introductions…”
- Reassessment of Species Invasions Concepts: The Great Lakes Basin as a Model (2001, background): “More recently, Bossenbroek et al. (2001) developed a production-constrained gravity model to relate location and number of lakes in Illinois, Indiana, Michigan and Wisconsin with location and number of recreational boats (i.e.”