Jerome Goddard
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Previous Organizations / Institutes
The organizations / institutes from the scholar's other articles in the past ten years
Research Subjects
Jerome Goddard has a total of 228 co-authors. Here are the top co-authors by number of shared publications:
- Gail Miriam Moraru
Department of Biochemistry, Molecular Biology, Entomology and Plant Pathology, Mississippi State University, Mississippi State, MS
15 shared publications - Ratnasingham Shivaji
Department of Mathematics and Statistics, University of North Carolina at Greensboro, Greensboro, USA
12 shared publications Ratnasingham Shivaji
Department of Mathematical Sciences, Eastern New Mexico University, Portales, NM 88130, USA
7 shared publications- Christopher D. Paddock
Infectious Disease Pathology Branch, Division of Viral and Rickettsial Diseases, Centers for Disease Control and Prevention, Atlanta, Georgia 30333, USA
6 shared publications - James T. Cronin
Department of Biological Sciences Louisiana State University Baton Rouge Louisiana USA
6 shared publications Christopher D. Paddock
Rickettsial Zoonoses Branch, Centers for Disease Control and Prevention, 1600 Clifton Rd., Atlanta, GA 30333 U.S.A
5 shared publications
Latest Publications
- 4 September 2026
- Published by Oxford University Press (OUP) in Journal of Medical Entomology
- Vol. 63 (5)
Detection of Rickettsial organisms in ticks collected from Ursus americanus (Carnivora: Ursidae) in Mississippi
The black bear, Ursus americanus (Carnivora: Ursidae), is a large mammal listed as threatened in the state of Mississippi since 1992. After years of historical decline, black bear numbers and their range have been increasing in Mississippi, with bears returning to areas within their historic range. Little is known about ectoparasites and vector-borne microorganisms associated with black bears. During 2024, 83 ticks comprising 4 species were removed from 17 bears (one of which was a recapture) captured in 9 central and southern Mississippi counties. Upon molecular screening of the 83 ticks, 11 specimens contained DNA of the Rickettsia endosymbiont of Ixodes scapularis (also known as Rickettsia buchneri); 20 contained Rickettsia parkeri; 21 had “Candidatus Rickettsia andeanae;” 9 had R. tillamookensis; 4 had R. amblyommatis; 1 had R. bellii; and 4 had organisms in the family Anaplasmataceae; of these, 1 was identified as Ehrlichia chaffeensis. Four ticks had detectable levels of Rickettsia DNA that could not be identified to the species level.
- 4 September 2026
- Published by Oxford University Press (OUP) in Journal of Medical Entomology
- Vol. 63 (5)
Detection of Rickettsial organisms in ticks collected from Ursus americanus (Carnivora: Ursidae) in Mississippi
The black bear, Ursus americanus (Carnivora: Ursidae), is a large mammal listed as threatened in the state of Mississippi since 1992. After years of historical decline, black bear numbers and their range have been increasing in Mississippi, with bears returning to areas within their historic range. Little is known about ectoparasites and vector-borne microorganisms associated with black bears. During 2024, 83 ticks comprising 4 species were removed from 17 bears (one of which was a recapture) captured in 9 central and southern Mississippi counties. Upon molecular screening of the 83 ticks, 11 specimens contained DNA of the Rickettsia endosymbiont of Ixodes scapularis (also known as Rickettsia buchneri); 20 contained Rickettsia parkeri; 21 had “Candidatus Rickettsia andeanae;” 9 had R. tillamookensis; 4 had R. amblyommatis; 1 had R. bellii; and 4 had organisms in the family Anaplasmataceae; of these, 1 was identified as Ehrlichia chaffeensis. Four ticks had detectable levels of Rickettsia DNA that could not be identified to the species level.
- 4 September 2026
- Published by Oxford University Press (OUP) in Journal of Medical Entomology
- Vol. 63 (5)
Ticks (Acari: Ixodidae) and tickborne pathogens (Rickettsiales) associated with hosts at Zoo Miami
Incidence of tickborne diseases is increasing in the United States, with nearly half a million cases estimated to occur annually. The rising burden of tickborne disease in the United States underscores the need to investigate the presence and prevalence of tick species and associated pathogens. Southern Florida serves as an introductory point for non-native invasive reptiles, amphibians, and ectoparasites due to the region’s international ports and tropical climate. At Zoo Miami, visitors are near exhibit animals and free-living invasive species, including cane toads and green iguanas. This study identified ticks removed from reptiles and amphibians at Zoo Miami and analyzed these ticks for bacteria in the order Rickettsiales. 309 ticks were collected over a 2-year period (October 2022 to November 2024; Amblyomma dissimile Koch, 1844 (266/309), Amblyomma rotundatum Koch, 1844 (41/309), and A. tuberculatum Marx, 1894 (2/309). Rickettsia spp. DNA (Rickettsiales: Rickettsiaceae) was identified in A. dissimile (4.14%) and A. rotundatum (4.88%), including a Rickettsia species similar to several strains of R. parkeri based on a portion of the ompA gene. Three ticks contained Anaplasmataceae DNA (Rickettsiales: Anaplasmataceae), including 1 Ehrlichia chaffeensis-positive A. rotundatum, and 1 A. dissimile containing E. canis-like DNA. This study represents the first report to jointly describe ticks and their rickettsial bacteria from Zoo Miami, including novel host records for A. dissimile and A. rotundatum. Paired with identification of an ehrlichial pathogen, these novel host associations highlight the importance of tick surveillance for pathogens of public health concern in zoos and other animal facilities in southern Florida.
- 4 September 2026
- Published by Oxford University Press (OUP) in Journal of Medical Entomology
- Vol. 63 (5)
Ticks (Acari: Ixodidae) and tickborne pathogens (Rickettsiales) associated with hosts at Zoo Miami
Incidence of tickborne diseases is increasing in the United States, with nearly half a million cases estimated to occur annually. The rising burden of tickborne disease in the United States underscores the need to investigate the presence and prevalence of tick species and associated pathogens. Southern Florida serves as an introductory point for non-native invasive reptiles, amphibians, and ectoparasites due to the region’s international ports and tropical climate. At Zoo Miami, visitors are near exhibit animals and free-living invasive species, including cane toads and green iguanas. This study identified ticks removed from reptiles and amphibians at Zoo Miami and analyzed these ticks for bacteria in the order Rickettsiales. 309 ticks were collected over a 2-year period (October 2022 to November 2024; Amblyomma dissimile Koch, 1844 (266/309), Amblyomma rotundatum Koch, 1844 (41/309), and A. tuberculatum Marx, 1894 (2/309). Rickettsia spp. DNA (Rickettsiales: Rickettsiaceae) was identified in A. dissimile (4.14%) and A. rotundatum (4.88%), including a Rickettsia species similar to several strains of R. parkeri based on a portion of the ompA gene. Three ticks contained Anaplasmataceae DNA (Rickettsiales: Anaplasmataceae), including 1 Ehrlichia chaffeensis-positive A. rotundatum, and 1 A. dissimile containing E. canis-like DNA. This study represents the first report to jointly describe ticks and their rickettsial bacteria from Zoo Miami, including novel host records for A. dissimile and A. rotundatum. Paired with identification of an ehrlichial pathogen, these novel host associations highlight the importance of tick surveillance for pathogens of public health concern in zoos and other animal facilities in southern Florida.
- Open Access
- 1 January 2026
- Published by American Institute of Mathematical Sciences (AIMS) in Mathematical Biosciences and Engineering
- Vol. 23 (5) , 1461-1500
Modeling the effects of trait–mediated dispersal on coexistence of two species: Competition and non–consumptive predator–prey
Fragmentation and loss of habitat owing to increased human activity are major drivers of species extinctions and declining global biodiversity. In ecological communities, trait–mediated indirect effects are frequently observed and can influence population dynamics as strongly, possibly even more strongly, than direct effects. However, few studies have focused on trait–mediated behavior such as trait–mediated dispersal, in which the dispersal patterns are altered by the presence of an interacting species. Moreover, little is known about how trait–mediated dispersal interacts with habitat fragmentation and loss to affect the coexistence of interacting species. Here, we explore the consequences of both trait–mediated dispersal and fragmentation/loss on coexistence in a system consisting of two competing species or a predator and its prey. By assuming that the density–mediated effects are negligible, we isolate the role of trait–mediated effects. Our results show that the combined influence of fragmentation and trait–mediated dispersal can substantially reshape the population dynamics and species coexistence outcomes.
- 1 January 2026
- Published by American Institute of Mathematical Sciences (AIMS) in Mathematical Biosciences and Engineering
- Vol. 23 (5) , 1461-1500
Open AccessModeling the effects of trait–mediated dispersal on coexistence of two species: Competition and non–consumptive predator–prey
Fragmentation and loss of habitat owing to increased human activity are major drivers of species extinctions and declining global biodiversity. In ecological communities, trait–mediated indirect effects are frequently observed and can influence population dynamics as strongly, possibly even more strongly, than direct effects. However, few studies have focused on trait–mediated behavior such as trait–mediated dispersal, in which the dispersal patterns are altered by the presence of an interacting species. Moreover, little is known about how trait–mediated dispersal interacts with habitat fragmentation and loss to affect the coexistence of interacting species. Here, we explore the consequences of both trait–mediated dispersal and fragmentation/loss on coexistence in a system consisting of two competing species or a predator and its prey. By assuming that the density–mediated effects are negligible, we isolate the role of trait–mediated effects. Our results show that the combined influence of fragmentation and trait–mediated dispersal can substantially reshape the population dynamics and species coexistence outcomes.
- 1 January 2026
- Published by American Institute of Mathematical Sciences (AIMS) in Numerical Algebra, Control & Optimization
- Vol. 18, 1-17
A $ \Sigma $-shaped bifurcation curve for a class of reaction diffusion equations and an application to an ecological model
We analyze the structure of positive solutions to a class of steady state equations arising in modeling a prey population that grows logistically, experiences Holling Type III predation from a generalist predator, and exhibits an overall negative relationship between density and emigration rate (-DDE). In particular, the predator is assumed to operate on a different time scale than the prey and, thus, its density is held constant. Under some general hypotheses on the reaction term and boundary nonlinearity, we establish existence, nonexistence, and multiplicity results for certain ranges of a parameter which is proportional to patch size squared via the method of sub-super-solutions. In particular, we establish that the bifurcation curve of positive solutions for the steady state equation is at least $ \Sigma $-shaped. In this case, there is a range of patch size where a patch-level Allee effect occurs, i.e., a situation where the trivial solution and at least one other positive steady state are stable arises for small patch sizes, and a non-Allee effect type bi-stability arises for a range of larger patch sizes. As an application of our result, we consider the case when $ \Omega $ is a ball, the reaction term is exactly logistic growth with a Type III functional response and the boundary nonlinearity is a -DDE form with a fast decay rate and show that the hypotheses in our theorems are satisfied. Further, when $ \Omega = (0, 1), $ we employ quadrature methods and computations using Wolfram Mathematica to show that the bifurcation diagram for positive solutions of this example is exactly $ \Sigma $-shaped for certain values of the parameters. The occurrence of multiple steady states in real-world metapopulations can influence the fraction and distribution of occupied patches and cause uncertainty in predicting minimum patch size and density-area relationships.- 1 January 2026
- Published by American Institute of Mathematical Sciences (AIMS) in Numerical Algebra, Control & Optimization
- Vol. 18, 1-17
A $ \Sigma $-shaped bifurcation curve for a class of reaction diffusion equations and an application to an ecological model
We analyze the structure of positive solutions to a class of steady state equations arising in modeling a prey population that grows logistically, experiences Holling Type III predation from a generalist predator, and exhibits an overall negative relationship between density and emigration rate (-DDE). In particular, the predator is assumed to operate on a different time scale than the prey and, thus, its density is held constant. Under some general hypotheses on the reaction term and boundary nonlinearity, we establish existence, nonexistence, and multiplicity results for certain ranges of a parameter which is proportional to patch size squared via the method of sub-super-solutions. In particular, we establish that the bifurcation curve of positive solutions for the steady state equation is at least $ \Sigma $-shaped. In this case, there is a range of patch size where a patch-level Allee effect occurs, i.e., a situation where the trivial solution and at least one other positive steady state are stable arises for small patch sizes, and a non-Allee effect type bi-stability arises for a range of larger patch sizes. As an application of our result, we consider the case when $ \Omega $ is a ball, the reaction term is exactly logistic growth with a Type III functional response and the boundary nonlinearity is a -DDE form with a fast decay rate and show that the hypotheses in our theorems are satisfied. Further, when $ \Omega = (0, 1), $ we employ quadrature methods and computations using Wolfram Mathematica to show that the bifurcation diagram for positive solutions of this example is exactly $ \Sigma $-shaped for certain values of the parameters. The occurrence of multiple steady states in real-world metapopulations can influence the fraction and distribution of occupied patches and cause uncertainty in predicting minimum patch size and density-area relationships.- 16 November 2025
- Published by Springer Nature
- p. 3-28
Arthropods and Health
- 16 November 2025
- Published by Springer Nature
- p. 269-274
Fire Ant Attacks on Humans
- 16 November 2025
- Published by Springer Nature
- p. 257-267
Health Effects of Bed Bugs
- 16 November 2025
- Published by Springer Nature
- p. 43-98
Mosquito-Borne Diseases
- 16 November 2025
- Published by Springer Nature
- p. 163-178
Flea-Borne Diseases
- 16 November 2025
- Published by Springer Nature
- p. 289-301
Myiasis