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A new oscillatory criterion for the generalized Hill's equation

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Zeitschriftentitel: Differential Equations & Applications
Personen und Körperschaften: Grigorian, G. A.
In: Differential Equations & Applications, 2017, 3, S. 369-377
Format: E-Article
Sprache: Englisch
veröffentlicht:
Element d.o.o.
Schlagwörter:
General Medicine
author_facet Grigorian, G. A.
Grigorian, G. A.
author Grigorian, G. A.
spellingShingle Grigorian, G. A.
Differential Equations & Applications
A new oscillatory criterion for the generalized Hill's equation
General Medicine
author_sort grigorian, g. a.
spelling Grigorian, G. A. 1847-120X Element d.o.o. General Medicine http://dx.doi.org/10.7153/dea-2017-09-26 A new oscillatory criterion for the generalized Hill's equation Differential Equations & Applications
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title A new oscillatory criterion for the generalized Hill's equation
title_unstemmed A new oscillatory criterion for the generalized Hill's equation
title_full A new oscillatory criterion for the generalized Hill's equation
title_fullStr A new oscillatory criterion for the generalized Hill's equation
title_full_unstemmed A new oscillatory criterion for the generalized Hill's equation
title_short A new oscillatory criterion for the generalized Hill's equation
title_sort a new oscillatory criterion for the generalized hill's equation
topic General Medicine
url http://dx.doi.org/10.7153/dea-2017-09-26
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physical 369-377
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spelling Grigorian, G. A. 1847-120X Element d.o.o. General Medicine http://dx.doi.org/10.7153/dea-2017-09-26 A new oscillatory criterion for the generalized Hill's equation Differential Equations & Applications
spellingShingle Grigorian, G. A., Differential Equations & Applications, A new oscillatory criterion for the generalized Hill's equation, General Medicine
title A new oscillatory criterion for the generalized Hill's equation
title_full A new oscillatory criterion for the generalized Hill's equation
title_fullStr A new oscillatory criterion for the generalized Hill's equation
title_full_unstemmed A new oscillatory criterion for the generalized Hill's equation
title_short A new oscillatory criterion for the generalized Hill's equation
title_sort a new oscillatory criterion for the generalized hill's equation
title_unstemmed A new oscillatory criterion for the generalized Hill's equation
topic General Medicine
url http://dx.doi.org/10.7153/dea-2017-09-26