On the stability of reconstruction of distributions of multivariate random functions from the distributions of their projections

Author:

Shestakov O. V.

Publisher

Allerton Press

Subject

Computational Mathematics,Control and Optimization,Human-Computer Interaction

Reference10 articles.

1. W. Liu and J. Frank, “Estimation of Variance Distribution in Three-Dimensional Reconstruction. 1. Theory,” J. Opt. Soc. Am. A, 12 2615–2627 (1995).

2. M. Radermacher, “Three-Dimensional Reconstruction of Single Particles from Random and Nonrandom Tilt Series,” J. Electron Microscopy Technique, 9 359–394 (1988).

3. V. G. Ushakov and N. G. Ushakov, “Reconstruction of the Probabilistic Characteristics of Multivariate Random Functions from Projections,” Vestn. Mosk. Univ., Ser. 15: Comput. Math. Cybern., No. 4, 32–39 (2001).

4. O. V. Shestakov, “On the Uniqueness of Reconstruction of the Probabilistic Characteristics of Multivariate Random Functions from the Probabilistic Characteristics of Their Projections,” Vestn. Mosk. Univ., Ser. 15: Comput. Math. Cybern., No. 3, 37–41 (2003).

5. O. V. Shestakov, “An Algorithm To Reconstruct Probabilistic Distributions of Multivariate Random Functions from the Distributions of Their Projections,” J. Math. Sci., 112, 4198–4204 (2002).

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