☰

Gerasimo Ladas

Affiliations: 
University of Rhode Island, Providence, RI, United States 
Area:
Mathematics
Google:
"Gerasimo Ladas"
Tree Publications Similar researchers PubMed Report error

Parents

Sign in to add mentor
Jacob T. Schwartz grad student 1968 NYU
 (Comparison and Oscillation Theorems for Ordinary Differential Equations and the Connection with the Spectrum of the Corresponding Differential Operators)

Children

Sign in to add trainee
William J. Briden grad student 2000 University of Rhode Island
Christopher T. Teixeira grad student 2000 University of Rhode Island
Carol H. Gibbons grad student 2003 University of Rhode Island
Mihaela Predescu grad student 2003 University of Rhode Island
Esha Chatterjee grad student 2005 University of Rhode Island
Eugene P. Quinn grad student 2006 University of Rhode Island
Emmanouil Drymonis grad student 2012 University of Rhode Island
Chris D. Lynd grad student 2012 University of Rhode Island
Frank J. Palladino grad student 2012 University of Rhode Island
Evelina G. Lapierre grad student 2013 University of Rhode Island
Gabriel Lugo grad student 2013 University of Rhode Island

Collaborators

Sign in to add collaborator
BETA: Related publications

Publications

You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect.

Camouzis E, Kent CM, Ladas G, et al. (2012) On the global character of solutions of the system: Open Problems and Conjectures Journal of Difference Equations and Applications. 18: 1205-1252
Camouzis E, Drymonis E, Ladas G, et al. (2012) Patterns of boundedness of the rational system x n+1 = α 1/(A 1 + B 1x n + C 1y n) and y n+1 = (α 2 + β 2x n + γ 2y n)/(A 2 + B 2x n + C 2y n) Journal of Difference Equations and Applications. 18: 89-110
Camouzis E, Ladas G. (2011) Global convergence in difference equations Springer Proceedings in Mathematics. 1: 193-219
Camouzis E, Drymonis E, Ladas G. (2011) Patterns of boundedness of the rational system xn+1 = α1+β1xn/A1+B 1xn+C1ynand yn+1 = α2+β2xn+γ2y n/A2+B2xn+C2yn Communications On Applied Nonlinear Analysis. 18: 1-23
Camouzis E, Grove EA, Ladas G, et al. (2010) Periodicities which preserve and periodicities which destroy boundedness Differential Equations and Dynamical Systems. 18: 19-28
Camouzis E, Drymonis E, Ladas G. (2009) On the global character of the system Communications On Applied Nonlinear Analysis. 16: 51-64
Camouzis E, Ladas G, Wu L. (2009) On the global character of the system xn+1=α1+γ1yn/xn and yn+1= β2xn+γ2yn/B2xn+C2yn International Journal of Pure and Applied Mathematics. 53: 21-36
Amleh AM, Camouzis E, Ladas G. (2008) On second-order rational difference equations, Part 2 Journal of Difference Equations and Applications. 14: 215-228
Awerbuch-Friedlander T, Levins R, Camouzis E, et al. (2008) A non-linear system of difference equations linking mosquitoes, habitats, and community interventions Communications On Applied Nonlinear Analysis. 15: 77-88
Amleh AM, Camouzis E, Ladas G. (2007) On second-order rational difference equations, part 1 Journal of Difference Equations and Applications. 13: 969-1004
See more...