An abstract Volterra integral equation in a reflexive Banach space Academic Article uri icon


  • This paper discusses the existence, uniqueness, and asymptotic behavior of solutions to the equation u(t) + ∝0t a(t - s) Au(s) ds = f(t), where A is a maximal monotone operator mapping the reflexive Banach space V into its dual V′. © 1979.

author list (cited authors)

  • Kiffe, T., & Stecher, M.

citation count

  • 3

publication date

  • November 1979