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  • New sufficient conditions are found guaranteeing that every solution to the probiem is nonpositive. Obtained residts are concretized for the differential inequalities with argument deviations.
  • New sufficient conditions are found guaranteeing that every solution to the probiem is nonpositive. Obtained residts are concretized for the differential inequalities with argument deviations. (en)
  • Jsou nalezeny nové dostatečné podmínky zaručující, že každé řešení daného problému je nekladné. Získané výsledky jsou konkretizovány pro diferinciální nerovnosti s deviací. (cs)
Title
  • On constant sign solutions (nonpositive) of certain functional differential inequality
  • On constant sign solutions (nonpositive) of certain functional differential inequality (en)
  • O nekladném řešení jisté funkcionální diferenciální nerovnosti (cs)
skos:prefLabel
  • On constant sign solutions (nonpositive) of certain functional differential inequality
  • On constant sign solutions (nonpositive) of certain functional differential inequality (en)
  • O nekladném řešení jisté funkcionální diferenciální nerovnosti (cs)
skos:notation
  • RIV/00216305:26210/09:PU80832!RIV09-MSM-26210___
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  • 331360
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  • RIV/00216305:26210/09:PU80832
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  • Functional differential inequality, boundary value problem, constant sign solution, nonpositive solution, differential inequalities with argument deviations (en)
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  • [96CF78F29E8E]
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  • Santiago de Compostela
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  • United States of America
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  • the Proceedings of the Conference on The Proceedings of the Conference onBoundary Value Problems. Mathematical Models in Engineering, Biology and Medicine
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  • Opluštil, Zdeněk
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  • American Institute of Physics
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  • 978-0-7354-0660-5
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  • 26210
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