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Applicable Analysis
An International Journal
Volume 6, 1977 - Issue 2
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Original Articles

Reproducing kernels for Generalized Hilbert Function Spaces

R. P. Gilbert Institute for Mathematical Sciences, University of Delaware, Newark, Delware, 19711, U.S.A
&
G. N. Hile Institute for Mathematical Sciences, University of Delaware, Newark, Delware, 19711, U.S.A
Pages 159-161 | Received 01 Mar 1976, Published online: 02 May 2007

References

  • Douglis , A. 1953 . A funciton-Theortic approach to elliptic systems of equations in two variables . Comm.Pure Appl.Math , 6 : 259 – 289 .
  • Gilbert , R.P. and Hile , G.N. 1974 . Generalized hypercomplex funciton theory . Trans.Amer.Math.Soc , 195 : 1 – 29 .
  • Gilbert , R.P. and Hile , G.N. 1974 . Hilbert funciton modules with repriducing kernels . J.Nonlin.Anal , 195
  • Gilbert , R.P. and Weinacht , R.J. 1975 . Reproducing kernels for elliptic systems . J.Approx.Theory , 15 : 243 – 255 .
  • Gilbert , R.P. 1974 . Reproducing Kernels for Elliptic Systems in Divergence Form , ISNM .
  • Goldstine , H.H. and Horwitz , L.P. 1966 . Hilbert space with nonassociative scalars . II.Math.Ann , 164 : 291 – 316 .
  • Saworotonow , P.P. 1968 . A generalized Hilbert space . Duke Math , 35 : 191 – 197 .
  • Saworotnow , P.P. and Friedell , J.C. 1970 . Trace-class for an arbitrary H$*; algebra . AMS Proceedings , 26 : 95 – 100 .

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