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Special solutions of linear difference equations with infinite delay

Milan Medveď — 1994

Archivum Mathematicum

For the difference equation ( ϵ ) x n + 1 = A x n + ϵ k = - n R n - k x k ,where x n Y , Y   is a Banach space,  ϵ is a parameter and  A   is a linear, bounded operator. A sufficient condition for the existence of a unique special solution  y = { y n } n = -   passing through the point  x 0 Y   is proved. This special solution converges to the solution of the equation (0) as  ϵ 0 .

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