The problem of reconstructing a binary function, f, de-0 or 1 with 0 Β°f (z) Β°1, and (b) using a linear programming fined on a finite subset of a lattice β«,ήβ¬ from an arbitrary collection of (LP) method to search for a feasible solution to Equation (1) its partial-sums is considered. The approach we
Relation-based variations of the discrete radon transform
β Scribed by Yuang-Chen Hsueh
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 700 KB
- Volume
- 31
- Category
- Article
- ISSN
- 0898-1221
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
BjGmer, A. and J. Karlander, Invertibility of the base Radon transform of a matroid, Discrete Mathematics 108 (1992) 139-147. Let M be a matroid of rank r on n elements and let F be a field. Assume that either char F = 0 or char F > r. It is shown that the point-base incidence matrix of M has rank
Explicit inversion formulas are obtained for the analytic family of fractional integrals (T : f )(x)=# n, : S n |xy| :&1 f ( y) dy on the unit sphere in R n+1 . Arbitrary complex : and n 2 are considered. In the ease :=0 the integral T : f coincides with the spherical Radon transform. For :>1 (:{1,