FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2018015605> ?p ?o ?g. }

• W2018015605 abstract "For the last 20 years, the question of what are the fundamental capabilities of quantum precision measurements has sparked a lively debate throughout the scientific community. Typically, the ultimate limits in quantum metrology are associated with the notion of the Heisenberg limit expressed in terms of the physical resources used in the measurement procedure. Over the years, a variety of different physical resources were introduced, leading to a confusion about the meaning of the Heisenberg limit. Here, we review the mainstream definitions of the relevant resources and introduce the universal resource count, that is, the expectation value of the generator (above its ground state) of translations in the parameter we wish to estimate, that applies to all measurement strategies. This leads to the ultimate formulation of the Heisenberg limit for quantum metrology. We prove that this limit holds for the generators of translations with an upper-bounded spectrum." @default.
• W2018015605 created "2016-06-24" @default.
• W2018015605 creator A5026001557 @default.
• W2018015605 creator A5050191521 @default.
• W2018015605 creator A5085700356 @default.
• W2018015605 date "2012-04-18" @default.
• W2018015605 modified "2023-10-18" @default.
• W2018015605 title "Ultimate limits to quantum metrology and the meaning of the Heisenberg limit" @default.
• W2018015605 cites W1653171623 @default.
• W2018015605 cites W1964601808 @default.
• W2018015605 cites W1969955524 @default.
• W2018015605 cites W1977587840 @default.
• W2018015605 cites W1981983416 @default.
• W2018015605 cites W1991826265 @default.
• W2018015605 cites W2017028422 @default.
• W2018015605 cites W2019499399 @default.
• W2018015605 cites W2025454168 @default.
• W2018015605 cites W2028514697 @default.
• W2018015605 cites W2039019529 @default.
• W2018015605 cites W2048158626 @default.
• W2018015605 cites W2051869207 @default.
• W2018015605 cites W2054454767 @default.
• W2018015605 cites W2080064822 @default.
• W2018015605 cites W2083423624 @default.
• W2018015605 cites W2093094020 @default.
• W2018015605 cites W2108491246 @default.
• W2018015605 cites W2109741106 @default.
• W2018015605 cites W2122138985 @default.
• W2018015605 cites W2143531065 @default.
• W2018015605 cites W2160139326 @default.
• W2018015605 cites W2164347519 @default.
• W2018015605 cites W3037089521 @default.
• W2018015605 cites W3101503429 @default.
• W2018015605 cites W3104015603 @default.
• W2018015605 cites W3105254144 @default.
• W2018015605 cites W3143400115 @default.
• W2018015605 doi "https://doi.org/10.1103/physreva.85.042112" @default.
• W2018015605 hasPublicationYear "2012" @default.
• W2018015605 type Work @default.
• W2018015605 sameAs 2018015605 @default.
• W2018015605 citedByCount "55" @default.
• W2018015605 countsByYear W20180156052013 @default.
• W2018015605 countsByYear W20180156052014 @default.
• W2018015605 countsByYear W20180156052015 @default.
• W2018015605 countsByYear W20180156052016 @default.
• W2018015605 countsByYear W20180156052017 @default.
• W2018015605 countsByYear W20180156052018 @default.
• W2018015605 countsByYear W20180156052019 @default.
• W2018015605 countsByYear W20180156052020 @default.
• W2018015605 countsByYear W20180156052021 @default.
• W2018015605 countsByYear W20180156052022 @default.
• W2018015605 countsByYear W20180156052023 @default.
• W2018015605 crossrefType "journal-article" @default.
• W2018015605 hasAuthorship W2018015605A5026001557 @default.
• W2018015605 hasAuthorship W2018015605A5050191521 @default.
• W2018015605 hasAuthorship W2018015605A5085700356 @default.
• W2018015605 hasBestOaLocation W20180156052 @default.
• W2018015605 hasConcept C105795698 @default.
• W2018015605 hasConcept C111472728 @default.
• W2018015605 hasConcept C121332964 @default.
• W2018015605 hasConcept C121864883 @default.
• W2018015605 hasConcept C134306372 @default.
• W2018015605 hasConcept C136197465 @default.
• W2018015605 hasConcept C138885662 @default.
• W2018015605 hasConcept C151201525 @default.
• W2018015605 hasConcept C163258240 @default.
• W2018015605 hasConcept C169699857 @default.
• W2018015605 hasConcept C180214583 @default.
• W2018015605 hasConcept C181543814 @default.
• W2018015605 hasConcept C186468114 @default.
• W2018015605 hasConcept C190463098 @default.
• W2018015605 hasConcept C190474826 @default.
• W2018015605 hasConcept C195766429 @default.
• W2018015605 hasConcept C2778361524 @default.
• W2018015605 hasConcept C2780876879 @default.
• W2018015605 hasConcept C2780992000 @default.
• W2018015605 hasConcept C33332235 @default.
• W2018015605 hasConcept C33923547 @default.
• W2018015605 hasConcept C62520636 @default.
• W2018015605 hasConcept C84114770 @default.
• W2018015605 hasConcept C95013731 @default.
• W2018015605 hasConceptScore W2018015605C105795698 @default.
• W2018015605 hasConceptScore W2018015605C111472728 @default.
• W2018015605 hasConceptScore W2018015605C121332964 @default.
• W2018015605 hasConceptScore W2018015605C121864883 @default.
• W2018015605 hasConceptScore W2018015605C134306372 @default.
• W2018015605 hasConceptScore W2018015605C136197465 @default.
• W2018015605 hasConceptScore W2018015605C138885662 @default.
• W2018015605 hasConceptScore W2018015605C151201525 @default.
• W2018015605 hasConceptScore W2018015605C163258240 @default.
• W2018015605 hasConceptScore W2018015605C169699857 @default.
• W2018015605 hasConceptScore W2018015605C180214583 @default.
• W2018015605 hasConceptScore W2018015605C181543814 @default.
• W2018015605 hasConceptScore W2018015605C186468114 @default.
• W2018015605 hasConceptScore W2018015605C190463098 @default.
• W2018015605 hasConceptScore W2018015605C190474826 @default.
• W2018015605 hasConceptScore W2018015605C195766429 @default.
• W2018015605 hasConceptScore W2018015605C2778361524 @default.
• W2018015605 hasConceptScore W2018015605C2780876879 @default.
• W2018015605 hasConceptScore W2018015605C2780992000 @default.

• next