Matches in SemOpenAlex for { <https://semopenalex.org/work/W2885105089> ?p ?o ?g. }
- W2885105089 abstract "We use the $text{complexity}=text{action}$ (CA) conjecture to study the full-time dependence of holographic complexity in anisotropic black branes. We find that the time behavior of holographic complexity of anisotropic systems shares a lot of similarities with the behavior observed in isotropic systems. In particular, the holographic complexity remains constant for some initial period, and then it starts to change so that the complexity growth rate violates the Lloyd's bound at initial times, and approaches this bound from above at later times. Compared with isotropic systems at the same temperature, the anisotropy reduces the initial period in which the complexity is constant and increases the rate of change of complexity. At late times the difference between the isotropic and anisotropic results is proportional to the pressure difference in the transverse and longitudinal directions. In the case of charged anisotropic black branes, we find that the inclusion of a Maxwell boundary term is necessary to have consistent results. Moreover, the resulting complexity growth rate does not saturate the Lloyd's bound at late times." @default.
- W2885105089 created "2018-08-22" @default.
- W2885105089 creator A5005085123 @default.
- W2885105089 creator A5017801237 @default.
- W2885105089 creator A5042959469 @default.
- W2885105089 creator A5067038881 @default.
- W2885105089 date "2019-08-22" @default.
- W2885105089 modified "2023-09-30" @default.
- W2885105089 title "Holographic complexity of anisotropic black branes" @default.
- W2885105089 cites W1615222761 @default.
- W2885105089 cites W1654124497 @default.
- W2885105089 cites W1889142700 @default.
- W2885105089 cites W1988787442 @default.
- W2885105089 cites W1999488180 @default.
- W2885105089 cites W2010350290 @default.
- W2885105089 cites W2014489580 @default.
- W2885105089 cites W2020490987 @default.
- W2885105089 cites W2037522686 @default.
- W2885105089 cites W2059563346 @default.
- W2885105089 cites W2060083150 @default.
- W2885105089 cites W2086283761 @default.
- W2885105089 cites W2086731073 @default.
- W2885105089 cites W2117187503 @default.
- W2885105089 cites W2120290438 @default.
- W2885105089 cites W2144012213 @default.
- W2885105089 cites W2203723895 @default.
- W2885105089 cites W2219721183 @default.
- W2885105089 cites W2233762006 @default.
- W2885105089 cites W2512210170 @default.
- W2885105089 cites W2520347247 @default.
- W2885105089 cites W2522972588 @default.
- W2885105089 cites W2530555958 @default.
- W2885105089 cites W2545083344 @default.
- W2885105089 cites W2558734470 @default.
- W2885105089 cites W2565404943 @default.
- W2885105089 cites W2571923174 @default.
- W2885105089 cites W2596005533 @default.
- W2885105089 cites W2599335598 @default.
- W2885105089 cites W2600101568 @default.
- W2885105089 cites W2604930525 @default.
- W2885105089 cites W2607159941 @default.
- W2885105089 cites W2607541092 @default.
- W2885105089 cites W2611155253 @default.
- W2885105089 cites W2619216767 @default.
- W2885105089 cites W2619562642 @default.
- W2885105089 cites W2738737720 @default.
- W2885105089 cites W2741759353 @default.
- W2885105089 cites W2744374596 @default.
- W2885105089 cites W2755339655 @default.
- W2885105089 cites W2765297198 @default.
- W2885105089 cites W2774562231 @default.
- W2885105089 cites W2776760836 @default.
- W2885105089 cites W2777871277 @default.
- W2885105089 cites W2777967110 @default.
- W2885105089 cites W2783287429 @default.
- W2885105089 cites W2784551731 @default.
- W2885105089 cites W2788677523 @default.
- W2885105089 cites W2795846157 @default.
- W2885105089 cites W2801064005 @default.
- W2885105089 cites W2804409854 @default.
- W2885105089 cites W2811453022 @default.
- W2885105089 cites W2885118941 @default.
- W2885105089 cites W2963230215 @default.
- W2885105089 cites W3000019265 @default.
- W2885105089 cites W3037108023 @default.
- W2885105089 cites W3038071343 @default.
- W2885105089 cites W3100057786 @default.
- W2885105089 cites W3100496348 @default.
- W2885105089 cites W3100906816 @default.
- W2885105089 cites W3100910028 @default.
- W2885105089 cites W3101110601 @default.
- W2885105089 cites W3102674968 @default.
- W2885105089 cites W3102768269 @default.
- W2885105089 cites W3103690389 @default.
- W2885105089 cites W3103930355 @default.
- W2885105089 cites W3104194564 @default.
- W2885105089 cites W3104941715 @default.
- W2885105089 cites W3105210016 @default.
- W2885105089 cites W3105655856 @default.
- W2885105089 cites W3105887430 @default.
- W2885105089 cites W4249956767 @default.
- W2885105089 doi "https://doi.org/10.1103/physrevd.100.046014" @default.
- W2885105089 hasPublicationYear "2019" @default.
- W2885105089 type Work @default.
- W2885105089 sameAs 2885105089 @default.
- W2885105089 citedByCount "26" @default.
- W2885105089 countsByYear W28851050892019 @default.
- W2885105089 countsByYear W28851050892020 @default.
- W2885105089 countsByYear W28851050892021 @default.
- W2885105089 countsByYear W28851050892022 @default.
- W2885105089 countsByYear W28851050892023 @default.
- W2885105089 crossrefType "journal-article" @default.
- W2885105089 hasAuthorship W2885105089A5005085123 @default.
- W2885105089 hasAuthorship W2885105089A5017801237 @default.
- W2885105089 hasAuthorship W2885105089A5042959469 @default.
- W2885105089 hasAuthorship W2885105089A5067038881 @default.
- W2885105089 hasBestOaLocation W28851050891 @default.
- W2885105089 hasConcept C114614502 @default.
- W2885105089 hasConcept C121332964 @default.
- W2885105089 hasConcept C134306372 @default.