Peter E. Hydon - Concepedia

Author

Peter E. Hydon

Also Known As

Hydon, P. E., Hydon, Peter E, Hydon, Peter E., Hydon, Peter E. 1960-, P E Hydon, P. E. HYDON, P. E. Hydon, P. Hydon, P.E Hydon, P.E. Hydon

Publications

1.9K

Citations

H-Index

Concepts

All Affiliations

University of Surrey University of Kent University of Leeds Harvard University

About

Peter E. Hydon is an author at University of Surrey specializing in engineering, conservation laws, and numerical analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	7	7	233
2	Education	1	1	46
3	Medicine	1	1	35
4	Applied Physics	1	1	32
5	Civil Engineering	1	1	38

Peter E. Hydon

Publications

Citations

H-Index

Page 1

	Year	Citations
Chaotic mixing deep in the lung Akira Tsuda, Rick A. Rogers, Peter E. Hydon, Proceedings of the National Academy of Sciences	2002	124
A Variational Complex for Difference Equations Peter E. Hydon, Elizabeth L. Mansfield Foundations of Computational Mathematics Riemann-hilbert ProblemVariational ComplexCalculus Of VariationResolvent Kernel	2004	87
Symmetries and first integrals of ordinary difference equations Peter E. Hydon Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences Lie GroupSymmetry (Physics)Lie Point SymmetryOrdinary Difference EquationsIntegrable System	2000	72
How to construct the discrete symmetries of partial differential equations Peter E. Hydon European Journal of Applied Mathematics Discrete Point SymmetriesGeometric Partial Differential EquationSymmetry (Physics)Lie SymmetriesDiscrete Symmetries	2000	70
Symmetries of Integrable Difference Equations on the Quad‐Graph Alexander G. Rasin, Peter E. Hydon Studies in Applied Mathematics Symmetry PrinciplesLocal SymmetriesSymmetry (Physics)Five‐point SymmetriesIntegrable Difference Equations	2007	54
Multisymplectic structures and the variational bicomplex Thomas J. Bridges, Peter E. Hydon, Jeffrey K. Lawson Mathematical Proceedings of the Cambridge Philosophical Society Hamiltonian TheoryMultisymplectic Relative EquilibriaRepresentation TheoryAbstract MultisymplecticityVariational Bicomplex	2009	53
Conservation laws of partial difference equations with two independent variables Peter E. Hydon Journal of Physics A Mathematical and General Numerical AnalysisEngineeringIndependent VariablesHyperbolic Conservation LawConservation Laws	2001	48
Discrete point symmetries of ordinary differential equations Peter E. Hydon Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences Point SymmetriesGeometric Group TheoryDiscrete Point SymmetriesLie GroupGeometry	1998	46
Multisymplectic conservation laws for differential and differential-difference equations Peter E. Hydon Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences Multisymplectic Conservation LawsScalar Conservation LawsHyperbolic Conservation LawConservation LawsNonlinear Hyperbolic Problem	2005	45
Flow in pipes with non-uniform curvature and torsion DAVID GAMMACK, Peter E. Hydon Journal of Fluid Mechanics Non-uniform CurvatureUnsteady FlowDean EquationsEngineeringGeometric Flow	2001	38

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