Local additive functions from Gaussian random fields
Instant download
after payment (24/7)
Wide range of formats
(for all gadgets)
Full book
(including for Apple and Android)
**Description:** A local additive functional derived from a random field is a random finitely additive measure, whose value on a bounded set V is measurable with respect to the σ-algebra generated by the field's values over that set. The main result of this paper is the characterization of such functionals from Gaussian (and, more generally, generalized) stationary random fields, under the assumption that these functionals are square-integrable.
LF/593764394/R
Data sheet
- Name of the Author
- Добрушин Р.Л.
Кельберт М.Я. - Language
- Russian
- ISBN
- 9788473864176
- Release date
- 1982
1 book by the same author:
Products from this category:
**Description:** A local additive functional derived from a random field is a random finitely additive measure, whose value on a bounded set V is measurable...