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The document discusses an algorithm for determining the norm of the error functional in optimal interpolation formulas within the periodic Sobolev space W̃2 (T1). It outlines the construction of an interpolation formula and the main task of finding the maximum error of this formula over a specific class of functions. A theorem is presented that defines the squared norm of the error functional in this space, involving coefficients and nodes of the interpolation formula.

Author

abdumajidovdoniyorjon1

Language

EN