Logarithmic residues of analytic Banach algebra valued functions possessing a simply meromorphic inverse

Article, Preprint, Research English OPEN
Bart, Harm ; Ehrhardt, Torsten ; Silbermann, Bernd (2001)
  • Publisher: Elsevier BV
  • Journal: Linear Algebra and its Applications, volume 341, issue 1-3, pages 327-344 (issn: 0024-3795)
  • Related identifiers: doi: 10.1016/s0024-3795(01)00420-7
  • Subject: Geometry and Topology | Cauchy domains, Logarithmic residues, analytic Banach algebra valued function, meromorphic inverse | Numerical Analysis | Algebra and Number Theory | Discrete Mathematics and Combinatorics

textabstractA logarithmic residue is a contour integral of a logarithmic derivative (left or right) of an analytic Banach algebra valued function. For functions possessing a meromorphic inverse with simple poles only, the logarithmic residues are identified as the sums ... View more
Share - Bookmark