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On the quasioptimal interruption of iterative regularizatfon process

Glaskо V.В., Kriksin Yu.A.

Moscow University Physics Bulletin 1982. 37. N 4. P. 1

  • Article
Annotation

The concept of quasi-optimal approximation is generalized to iteration solution of an operator equation. It is proved that the quasi-optimal choice of the number of iterations generates a stochastically regularizing(according to Tikhonov) algorithm.

Authors
Glaskо V.В., Kriksin Yu.A.
Faculty of Physics, Moscow State University, Leninskie Gory, Moscow, 119992, Russia
Issue 4, 1982

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