Matches in SemOpenAlex for { <https://semopenalex.org/work/W2002702359> ?p ?o ?g. }
- W2002702359 endingPage "667" @default.
- W2002702359 startingPage "659" @default.
- W2002702359 abstract "The problem of optimising the threshold levels in multilevel threshold system subject to multiplicative Gaussian and uniform noise is considered. Similar to previous results for additive noise, we find a bifurcation phenomenon in the optimal threshold values, as the noise intensity changes. This occurs when the number of threshold units is greater than one. We also study the optimal thresholds for combined additive and multiplicative Gaussian noise, and find that all threshold levels need to be identical to optimise the system when the additive noise intensity is a constant. However, this identical value is not equal to the signal mean, unlike the case of additive noise. When the multiplicative noise intensity is instead held constant, the optimal threshold levels are not all identical for small additive noise intensity but are all equal to zero for large additive noise intensity. The model and our results are potentially relevant for sensor network design and understanding neurobiological sensory neurons such as in the peripheral auditory system." @default.
- W2002702359 created "2016-06-24" @default.
- W2002702359 creator A5000677611 @default.
- W2002702359 creator A5002567130 @default.
- W2002702359 date "2015-02-01" @default.
- W2002702359 modified "2023-09-28" @default.
- W2002702359 title "Optimising threshold levels for information transmission in binary threshold networks: Independent multiplicative noise on each threshold" @default.
- W2002702359 cites W1505668464 @default.
- W2002702359 cites W1970132143 @default.
- W2002702359 cites W1971748894 @default.
- W2002702359 cites W1974838749 @default.
- W2002702359 cites W1980240972 @default.
- W2002702359 cites W1985926373 @default.
- W2002702359 cites W2001590645 @default.
- W2002702359 cites W2002627578 @default.
- W2002702359 cites W2003263583 @default.
- W2002702359 cites W2008576301 @default.
- W2002702359 cites W2009546649 @default.
- W2002702359 cites W2009893904 @default.
- W2002702359 cites W2011838500 @default.
- W2002702359 cites W2015713907 @default.
- W2002702359 cites W2025492874 @default.
- W2002702359 cites W2026784610 @default.
- W2002702359 cites W2032199857 @default.
- W2002702359 cites W2032415114 @default.
- W2002702359 cites W2033112705 @default.
- W2002702359 cites W2034378428 @default.
- W2002702359 cites W2045870463 @default.
- W2002702359 cites W2053640305 @default.
- W2002702359 cites W2069777078 @default.
- W2002702359 cites W2070073562 @default.
- W2002702359 cites W2070641648 @default.
- W2002702359 cites W2074575781 @default.
- W2002702359 cites W2080176934 @default.
- W2002702359 cites W2080704583 @default.
- W2002702359 cites W2084977611 @default.
- W2002702359 cites W2086162431 @default.
- W2002702359 cites W2094247852 @default.
- W2002702359 cites W2103065226 @default.
- W2002702359 cites W2110531579 @default.
- W2002702359 cites W2111075020 @default.
- W2002702359 cites W2114435777 @default.
- W2002702359 cites W2115428134 @default.
- W2002702359 cites W2116967254 @default.
- W2002702359 cites W2133604245 @default.
- W2002702359 cites W2136071777 @default.
- W2002702359 cites W2141969391 @default.
- W2002702359 cites W2147207364 @default.
- W2002702359 cites W3037706425 @default.
- W2002702359 doi "https://doi.org/10.1016/j.physa.2014.10.074" @default.
- W2002702359 hasPublicationYear "2015" @default.
- W2002702359 type Work @default.
- W2002702359 sameAs 2002702359 @default.
- W2002702359 citedByCount "6" @default.
- W2002702359 countsByYear W20027023592015 @default.
- W2002702359 countsByYear W20027023592016 @default.
- W2002702359 countsByYear W20027023592018 @default.
- W2002702359 countsByYear W20027023592019 @default.
- W2002702359 crossrefType "journal-article" @default.
- W2002702359 hasAuthorship W2002702359A5000677611 @default.
- W2002702359 hasAuthorship W2002702359A5002567130 @default.
- W2002702359 hasConcept C105795698 @default.
- W2002702359 hasConcept C11413529 @default.
- W2002702359 hasConcept C115961682 @default.
- W2002702359 hasConcept C120665830 @default.
- W2002702359 hasConcept C121332964 @default.
- W2002702359 hasConcept C121864883 @default.
- W2002702359 hasConcept C131021393 @default.
- W2002702359 hasConcept C13412647 @default.
- W2002702359 hasConcept C134306372 @default.
- W2002702359 hasConcept C154945302 @default.
- W2002702359 hasConcept C18015164 @default.
- W2002702359 hasConcept C202632270 @default.
- W2002702359 hasConcept C207658827 @default.
- W2002702359 hasConcept C3019361169 @default.
- W2002702359 hasConcept C33923547 @default.
- W2002702359 hasConcept C41008148 @default.
- W2002702359 hasConcept C4199805 @default.
- W2002702359 hasConcept C42747912 @default.
- W2002702359 hasConcept C761482 @default.
- W2002702359 hasConcept C76155785 @default.
- W2002702359 hasConcept C79403827 @default.
- W2002702359 hasConcept C93038891 @default.
- W2002702359 hasConcept C99498987 @default.
- W2002702359 hasConceptScore W2002702359C105795698 @default.
- W2002702359 hasConceptScore W2002702359C11413529 @default.
- W2002702359 hasConceptScore W2002702359C115961682 @default.
- W2002702359 hasConceptScore W2002702359C120665830 @default.
- W2002702359 hasConceptScore W2002702359C121332964 @default.
- W2002702359 hasConceptScore W2002702359C121864883 @default.
- W2002702359 hasConceptScore W2002702359C131021393 @default.
- W2002702359 hasConceptScore W2002702359C13412647 @default.
- W2002702359 hasConceptScore W2002702359C134306372 @default.
- W2002702359 hasConceptScore W2002702359C154945302 @default.
- W2002702359 hasConceptScore W2002702359C18015164 @default.
- W2002702359 hasConceptScore W2002702359C202632270 @default.
- W2002702359 hasConceptScore W2002702359C207658827 @default.
- W2002702359 hasConceptScore W2002702359C3019361169 @default.