Title of article
Uniqueness of solutions of linear nonlocal boundary value problems Original Research Article
Author/Authors
Johnny Henderson، نويسنده , , Curtis J. Kunkel، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2008
Pages
4
From page
1053
To page
1056
Abstract
For n≥3n≥3 and 1≤k≤n−11≤k≤n−1, conditions are established for which the nonlocal boundary value problem,
View the MathML sourcey(n)+∑i=0n−1ai(x)y(i)=0,
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View the MathML sourcey(i−1)(xj)=0,1≤i≤mj,1≤j≤k,
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y(xk+1)−y(xk+2)=0,y(xk+1)−y(xk+2)=0,
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has only the trivial solution, for all positive integers m1,…,mkm1,…,mk such that m1+⋯+mk=n−1m1+⋯+mk=n−1, and all a
Keywords
Nonlocal , Linear boundary value problem , Trivial solution
Journal title
Applied Mathematics Letters
Serial Year
2008
Journal title
Applied Mathematics Letters
Record number
898703
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