Problem of uniqueness of an element of the best nonsymmetric <i>L</i><sub> 1</sub>-approximation of continuous functions with values in <i>KB</i> -spaces

  • V. F. Babenko
  • M. E. Tkachenko


We consider the problem of characterization for subspaces of the uniqueness of element of the best nonsymmetric
How to Cite
Babenko, V. F., and M. E. Tkachenko. “Problem of Uniqueness of an Element of the Best Nonsymmetric <i>L</i><sub> 1</sub>-Approximation of Continuous Functions With Values in <i>KB</I&gt; -Spaces”. Ukrains’kyi Matematychnyi Zhurnal, Vol. 60, no. 7, July 2008, pp. 867 -,
Research articles