Article

Oscillatory and asymptotic properties of a class of operator-differential inequalities

А. Д. МышкисMoscow Institute of Railway Transport Engineers, U.S.S.RД. Д. БайновUniversity of Plovdiv “Paisii Hilendarski”, BulgariaAndrey ZaharievUniversity of Plovdiv “Paisii Hilendarski”, Bulgaria

Proceedings of the Royal Society of Edinburgh Section A Mathematicsjournal1984en

ABI

Abstract

Synopsis The present paper studies some asymptotic (including oscillatory) properties of the solutions of operator-differential inequalities of the form where (the latter symbol denotes the space of locally summable functions). As an application of the results obtained, theorems are proved for the asymptotic behaviour of the solutions of certain classes of functional-differential and integro-differential neutral-type equations.

Topics

Differential Equations and Boundary Problems Advanced Mathematical Modeling in Engineering Differential Equations and Numerical Methods

Identifiers

DOI: 10.1017/s0308210500020400

Citations and references

Cited by 08 references

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