Extremal subspaces in the problem about widths of $H_{\omega}$ classes in the space of continuous functions of two variables
In the paper, we have pointed out the conditions under which the subspaces of dimensionality $n^2$ ($n=2,3,\ldots$), extremal for $H_{\omega}$ classes of continuous functions of two variables, do not exist.
Volterra transformations of the Wiener measure on the space of continuous functions of two variables
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