Functions having stationary constant sets
Greg G. Gibbon (1988)
Colloquium Mathematicae
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Displaying similar documents to “A generalized fundamental identity”
Functions having stationary constant sets
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On a Martingale Related to a Strictly Stationary Random Process in R1.
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Linear transformations of locally stationary processes
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The paper deals with linear transformations of harmonizable locally stationary random processes. Necessary and sufficient conditions under which a linear transformation defines again a locally stationary process are given.
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Working in L[E], we examine which large cardinal properties of κ imply that all stationary subsets of cof(<κ) ∩ κ⁺ reflect.
On randomized stopping times.
Concepción Arenas Solá (1990)
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In this note we give a proof of the fact that the extremal elements of the set of randomized stopping times are exactly the stopping times.
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A. Weron (1974)
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Induced stationary process and structure of locally square integrable periodically correlated processes
Andrzej Makagon (1999)
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A one-to-one correspondence between locally square integrable periodically correlated (PC) processes and a certain class of infinite-dimensional stationary processes is obtained. The correspondence complements and clarifies Gladyshev's known result [3] describing the correlation function of a continuous periodically correlated process. In contrast to Gladyshev's paper, the procedure for explicit reconstruction of one process from the other is provided. A representation of a PC process...