J E F Skea

Physics and Astronomy · Physical Sciences

11h-index659citations60works0.02yr avg
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Research Topics

Cosmology and Gravitation Theories(21), Black Holes and Theoretical Physics(17), Relativity and Gravitational Theory(14), Computational Physics and Python Applications(7), Numerical methods for differential equations(6)

Publications60 total

Inflationary Cosmology in Scalar-Tensor Gravity: Reconstructing Higgs-Like Potentials
arXiv (Cornell University)·2017Open Access
Nonlinear stability analysis in a equilateral restricted four-body problem
Astrophysics and Space Science·2015· 23 cited
The stability of the triangular libration points for the plane circular restricted three-body problem with light pressure
Astrophysics and Space Science·2014· 6 cited
The stability of the triangular libration points for the plane circular restricted three-body problem with light pressure
arXiv (Cornell University)·2012· 1 citedOpen Access
The Ndynamics package—Numerical analysis of dynamical systems and the fractal dimension of boundaries
Computer Physics Communications·2012
Numerical evolution of general Robinson-Trautman spacetimes: Code tests, wave forms, and the efficiency of the gravitational wave extraction
Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D, Particles, fields, gravitation, and cosmology·2011· 11 citedOpen Access
Gravitational collapse of scalar fields via spectral methods
Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D, Particles, fields, gravitation, and cosmology·2010· 8 cited
On the integrability of Friedmann–Robertson–Walker models with conformally coupled massive scalar fields
Journal of Physics A Mathematical and Theoretical·2008· 3 cited
Friedmann Robertson Walker models with Conformally Coupled Massive Scalar Fields are Non-integrable
arXiv (Cornell University)·2006· 1 citedOpen Access
On the non-integrability of a class of hamiltonian cosmological models
Brazilian Journal of Physics·2005· 7 citedOpen Access
An extension of the Prelle–Singer method and a Maple implementation
Computer Physics Communications·2002· 24 citedOpen Access
Solving second-order ordinary differential equations by extending the Prelle-Singer method
Journal of Physics A Mathematical and General·2001· 97 cited
Implementation of the Prelle-Singer Method for 1ODEs
arXiv (Cornell University)·2000Open Access
Classifying geometries in general relativity: III. Classification in practice
Classical and Quantum Gravity·2000· 17 cited
Classifying geometries in general relativity: II. Spinor tools
Classical and Quantum Gravity·2000· 8 cited
A spacetime whose invariant classification requires the fifth covariant derivative of the Riemann tensor
Classical and Quantum Gravity·2000· 13 cited
Classifying geometries in general relativity: I. Standard forms for symmetric spinors
Classical and Quantum Gravity·2000· 24 cited
Solving second order equations by extending the PS method
arXiv (Cornell University)·2000· 1 citedOpen Access
Numerical Calculations Using Maple: Why & How?
arXiv (Cornell University)·1999Open Access
Numerical Calculations Using Maple: Why & How?
arXiv (Cornell University)·1999Open Access
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Frequent Co-authors

R. G. McLenaghan(18), M. A. H. MacCallum(17), J D McCrea(17), T. J. Stuchi(6), L.G.S. Duarte(5), L.A.C.P. da Mota(4), Denis Pollney(3), Ray d’Inverno(3), Martha Álvarez–Ramírez(3), Leandro Alves Coelho(3), M. E. Araújo(3), Sérgio Duarte(2), H. P. de Oliveira(2), E. Rodrigues(2), Reza Tavakol(2), Jorge Kennety Silva Formiga(2), Rodolpho Vilhena de Moraes(2), L. A. da Mota(2), Michael R. Finch(1), N Van den Bergh(1)