Author

John S. Spraker

Observed names: J.S. Spraker, John Spraker

Observed institution: Western Kentucky University

OpenAlex ID: A5080568337

A generalization of the Lane–Emden equation

2002 · Daniel C. Biles, Mark P. Robinson, et al. · Journal of Mathematical Analysis and Applications · 31

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A Comparison of the Carathéodory and Filippov Solution Sets

1996 · John S. Spraker · Journal of Mathematical Analysis and Applications · 20

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Numerical approximation for singular second order differential equations

2008 · D. Benko, D.C. Biles, et al. · Mathematical and Computer Modelling · 13

Nyström methods and singular second-order differential equations

2008 · David Benko, Daniel C. Biles, et al. · Computers & Mathematics with Applications · 5

Fixed point approaches to the solution of integral inclusions

2005 · Daniel C. Biles, Mark P. Robinson, et al. · Topological Methods in Nonlinear Analysis · 5

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Existence of positive solutions for a fourth order differential inclusion

2012 · Daniel C. Biles, John S. Spraker · Differential Equations & Applications · 4

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The minimal normal extension for 𝑀_{𝑧} on the Hardy space of a planar region

1990 · John Spraker · Transactions of the American Mathematical Society · 4

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Positive solutions for a fourth order differential inclusion with boundary values

2016 · John S. Spraker · Differential Equations & Applications · 3

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Uniqueness of solutions for second order differential equations

2014 · Daniel C. Biles, John S. Spraker · Monatshefte für Mathematik · 2

Filippov's operation and some attributes

1994 · John S. Spraker, Daniel C. Biles · Czechoslovak Mathematical Journal · 2

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A Study of Almost-Everywhere Singleton-Valued Filippovs

1992 · Daniel C. Biles, John S. Spraker · Proceedings of the American Mathematical Society · 2

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Note on Arc-Length and Harmonic Measure

1989 · John S. Spraker · Proceedings of the American Mathematical Society · 2

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The Minimal Normal Extension for M z on the Hardy Space of a Planar Region

1990 · John Spraker · Transactions of the American Mathematical Society · 1

Corrigendum to: Positive solutions for a fourth order differential inclusion with boundary values, published in Differential Equations and Applications Vol. 8 No. 1 (2016), 21-31, by John S. Spraker

2020 · John S. Spraker · Differential Equations & Applications

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Positive solutions for a fourth order differential inclusion based on the Euler-Bernoulli equation for a Cantilever beam

2019 · John S. Spraker · Differential Equations & Applications

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Solutions for a second-order Delay differential inclusion on the half-line with boundary values

2017 · John S. Spraker · Differential Equations & Applications

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Results on Uniqueness of Solutions for a Generalized Second Order Differential Equation

2015 · Daniel C. Biles, John S. Spraker · Journal of the Kentucky Academy of Science

Analytic Solutions for a Class of Nonlinear Ordinary Differential Equations

2003 · Daniel C. Biles, Mark P. Robinson, et al. · Complex Variables Theory and Application An International Journal

Multiplicity Theory and the Outer Boundary

1991 · John S. Spraker · Proceedings of the American Mathematical Society

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Works count: 19

Citation count: 94

H-index: 5

I10-index: 3