Radon-Nikodým Derivatives of Hilbert Space Valued Measures

References

• Abreu , J. L. and Salehi , H. 1984 . Schauder basic measures in Banach and Hilbert spaces . Boletin de la Sociedad Matemática Mexicana , 29 : 71 – 84 .
   Google Scholar
• Diestel , J. and Uhl , J. J. Jr. 1977 . Vector Measures , Providence , RI : American Mathematical Society .
   Google Scholar
• Dunford , N. and Schwartz , J. T. 1958 . Linear Operators, Part I , New York : Interscience .
   Google Scholar
• Kakihara , Y. 1997 . Multidimensional Second Order Stochastic Processes , Singapore : World Scientific .
   Google Scholar
• Kakihara , Y. Integration with respect to Hilbert-Schmidt class operator valued measures . Proceedings of 2005 Symposium on Applied Functional Analysis—Information Science and Related Topics . Edited by: Murofushi , T. , Takahashi , W. and Tsukada , M. pp. 263 – 278 . Yokohama : Yokohama Publishers .
   Google Scholar
• Kakihara , Y. 2010 . Dunford-Schwartz type integral and application to Cramér and Karhunen processes Submitted
   Google Scholar
• Rao , M. M. 1973 . “ Remarks on a Radon-Nikodým theorem for vector measures ” . In Vector and Operator Valued Measures and Applications , Edited by: Tucker , D. H. and Maynard , H. B. 303 – 317 . New York : Academic Press .
   Google Scholar
• Whitney , H. 1956 . Geometric Integration Theory , Princeton : Princeton University Press .
   Google Scholar