On the existence of strongly series summable Markuschevich bases in Banach spaces Academic Article uri icon

abstract

  • The main result is: Let X be a complex separable Banach space. If the identity operator on X* is the limit in the strong operator topology of a uniformly bounded net of linear operators of finite rank, then X admits a strongly series summable Markuschevich basis. © 1971 American Mathematical Society.

author list (cited authors)

  • Johnson, W. B.

citation count

  • 17

complete list of authors

  • Johnson, William B

publication date

  • January 1971