FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W1608830615> ?p ?o ?g. }

• W1608830615 abstract "Some of the most important results in prediction theory and time series analysis when finitely many values are removed from or added to its infinite past have been obtained using difficult and diverse techniques ranging from duality in Hilbert spaces of analytic functions (Nakazi, 1984) to linear regression in statistics (Box and Tiao, 1975). We unify these results via a finite-dimensional duality lemma and elementary ideas from the linear algebra. The approach reveals the inherent finite-dimensional character of many difficult prediction problems, the role of duality and biorthogonality for a finite set of random variables. The lemma is particularly useful when the number of missing values is small, like one or two, as in the case of Kolmogorov and Nakazi prediction problems. The stationarity of the underlying process is not a requirement. It opens up the possibility of extending such results to nonstationary processes." @default.
• W1608830615 created "2016-06-24" @default.
• W1608830615 creator A5055142712 @default.
• W1608830615 creator A5069290505 @default.
• W1608830615 creator A5069633641 @default.
• W1608830615 date "2007-08-29" @default.
• W1608830615 modified "2023-09-27" @default.
• W1608830615 title "Applications of a finite-dimensional duality principle to some prediction problems" @default.
• W1608830615 cites W1021725179 @default.
• W1608830615 cites W1510355813 @default.
• W1608830615 cites W1640841901 @default.
• W1608830615 cites W1964980298 @default.
• W1608830615 cites W1970271991 @default.
• W1608830615 cites W1981733398 @default.
• W1608830615 cites W1985288782 @default.
• W1608830615 cites W1986676404 @default.
• W1608830615 cites W1991198749 @default.
• W1608830615 cites W1999404612 @default.
• W1608830615 cites W2004514902 @default.
• W1608830615 cites W2013448945 @default.
• W1608830615 cites W2018699929 @default.
• W1608830615 cites W2025742747 @default.
• W1608830615 cites W2064570082 @default.
• W1608830615 cites W2092636373 @default.
• W1608830615 cites W2149621509 @default.
• W1608830615 cites W2335005386 @default.
• W1608830615 cites W2401674905 @default.
• W1608830615 cites W2517196527 @default.
• W1608830615 cites W2997829126 @default.
• W1608830615 cites W77785579 @default.
• W1608830615 cites W944921086 @default.
• W1608830615 cites W2114001875 @default.
• W1608830615 hasPublicationYear "2007" @default.
• W1608830615 type Work @default.
• W1608830615 sameAs 1608830615 @default.
• W1608830615 citedByCount "0" @default.
• W1608830615 crossrefType "posted-content" @default.
• W1608830615 hasAuthorship W1608830615A5055142712 @default.
• W1608830615 hasAuthorship W1608830615A5069290505 @default.
• W1608830615 hasAuthorship W1608830615A5069633641 @default.
• W1608830615 hasConcept C134306372 @default.
• W1608830615 hasConcept C136119220 @default.
• W1608830615 hasConcept C143724316 @default.
• W1608830615 hasConcept C151730666 @default.
• W1608830615 hasConcept C162392398 @default.
• W1608830615 hasConcept C177264268 @default.
• W1608830615 hasConcept C18903297 @default.
• W1608830615 hasConcept C199360897 @default.
• W1608830615 hasConcept C202444582 @default.
• W1608830615 hasConcept C2524010 @default.
• W1608830615 hasConcept C2777759810 @default.
• W1608830615 hasConcept C2778023678 @default.
• W1608830615 hasConcept C2780861071 @default.
• W1608830615 hasConcept C28826006 @default.
• W1608830615 hasConcept C33923547 @default.
• W1608830615 hasConcept C41008148 @default.
• W1608830615 hasConcept C46757340 @default.
• W1608830615 hasConcept C62799726 @default.
• W1608830615 hasConcept C86803240 @default.
• W1608830615 hasConceptScore W1608830615C134306372 @default.
• W1608830615 hasConceptScore W1608830615C136119220 @default.
• W1608830615 hasConceptScore W1608830615C143724316 @default.
• W1608830615 hasConceptScore W1608830615C151730666 @default.
• W1608830615 hasConceptScore W1608830615C162392398 @default.
• W1608830615 hasConceptScore W1608830615C177264268 @default.
• W1608830615 hasConceptScore W1608830615C18903297 @default.
• W1608830615 hasConceptScore W1608830615C199360897 @default.
• W1608830615 hasConceptScore W1608830615C202444582 @default.
• W1608830615 hasConceptScore W1608830615C2524010 @default.
• W1608830615 hasConceptScore W1608830615C2777759810 @default.
• W1608830615 hasConceptScore W1608830615C2778023678 @default.
• W1608830615 hasConceptScore W1608830615C2780861071 @default.
• W1608830615 hasConceptScore W1608830615C28826006 @default.
• W1608830615 hasConceptScore W1608830615C33923547 @default.
• W1608830615 hasConceptScore W1608830615C41008148 @default.
• W1608830615 hasConceptScore W1608830615C46757340 @default.
• W1608830615 hasConceptScore W1608830615C62799726 @default.
• W1608830615 hasConceptScore W1608830615C86803240 @default.
• W1608830615 hasLocation W16088306151 @default.
• W1608830615 hasOpenAccess W1608830615 @default.
• W1608830615 hasPrimaryLocation W16088306151 @default.
• W1608830615 hasRelatedWork W1027003078 @default.
• W1608830615 hasRelatedWork W1491324416 @default.
• W1608830615 hasRelatedWork W1576635708 @default.
• W1608830615 hasRelatedWork W1775522347 @default.
• W1608830615 hasRelatedWork W1993814547 @default.
• W1608830615 hasRelatedWork W2084109195 @default.
• W1608830615 hasRelatedWork W2124594807 @default.
• W1608830615 hasRelatedWork W2142959503 @default.
• W1608830615 hasRelatedWork W2145518043 @default.
• W1608830615 hasRelatedWork W2156984667 @default.
• W1608830615 hasRelatedWork W2168425441 @default.
• W1608830615 hasRelatedWork W2287164984 @default.
• W1608830615 hasRelatedWork W2340315201 @default.
• W1608830615 hasRelatedWork W2952462537 @default.
• W1608830615 hasRelatedWork W2963293671 @default.
• W1608830615 hasRelatedWork W2963851756 @default.
• W1608830615 hasRelatedWork W3007262052 @default.
• W1608830615 hasRelatedWork W3133522702 @default.
• W1608830615 hasRelatedWork W3178180336 @default.

• next