Matches in SemOpenAlex for { <https://semopenalex.org/work/W2895095647> ?p ?o ?g. }
- W2895095647 endingPage "298" @default.
- W2895095647 startingPage "277" @default.
- W2895095647 abstract "Abstract This paper concerns with the problem of exponential stability analysis of time-delayed recurrent neural networks with impulsive and stochastic effects under fractional segments or intervals in delays. The delays in discrete term are assumed to be time-varying and different from existing literature, the discrete delay interval has been separated into fractional segments, which guarantees the availability of lower and upper bounds for feasibility with accuracy. By constructing a suitable Lyapunov–Krasovskii functional (LKF), with the aid of stability theory and inequality techniques, several novel criteria are originated via linear matrix inequalities (LMIs) to ensure the exponential stability of addressed neural networks in the mean square sense. Finally, two numerical examples are presented to substantiate the superiority and effectiveness of our theoretical outcomes." @default.
- W2895095647 created "2018-10-12" @default.
- W2895095647 creator A5017808266 @default.
- W2895095647 creator A5034242786 @default.
- W2895095647 creator A5035006871 @default.
- W2895095647 creator A5047032042 @default.
- W2895095647 date "2019-01-01" @default.
- W2895095647 modified "2023-09-23" @default.
- W2895095647 title "Fractional delay segments method on time-delayed recurrent neural networks with impulsive and stochastic effects: An exponential stability approach" @default.
- W2895095647 cites W1164476955 @default.
- W2895095647 cites W1964867678 @default.
- W2895095647 cites W1967934876 @default.
- W2895095647 cites W1968117726 @default.
- W2895095647 cites W1977015640 @default.
- W2895095647 cites W1983512616 @default.
- W2895095647 cites W1987141063 @default.
- W2895095647 cites W1987523809 @default.
- W2895095647 cites W1992652478 @default.
- W2895095647 cites W1997514384 @default.
- W2895095647 cites W1999808555 @default.
- W2895095647 cites W2002520078 @default.
- W2895095647 cites W2006571244 @default.
- W2895095647 cites W2007166784 @default.
- W2895095647 cites W2012649521 @default.
- W2895095647 cites W2022502674 @default.
- W2895095647 cites W2031673504 @default.
- W2895095647 cites W2034779834 @default.
- W2895095647 cites W2035989607 @default.
- W2895095647 cites W2038641684 @default.
- W2895095647 cites W2039348363 @default.
- W2895095647 cites W2041146212 @default.
- W2895095647 cites W2041279592 @default.
- W2895095647 cites W2042838659 @default.
- W2895095647 cites W2044467507 @default.
- W2895095647 cites W2047817663 @default.
- W2895095647 cites W2051270813 @default.
- W2895095647 cites W2053714463 @default.
- W2895095647 cites W2054006528 @default.
- W2895095647 cites W2060927950 @default.
- W2895095647 cites W2062271100 @default.
- W2895095647 cites W2065144640 @default.
- W2895095647 cites W2065454203 @default.
- W2895095647 cites W2066931881 @default.
- W2895095647 cites W2067106531 @default.
- W2895095647 cites W2069546115 @default.
- W2895095647 cites W2070487745 @default.
- W2895095647 cites W2082586573 @default.
- W2895095647 cites W2089709716 @default.
- W2895095647 cites W2100784272 @default.
- W2895095647 cites W2101879828 @default.
- W2895095647 cites W2107194000 @default.
- W2895095647 cites W2110030163 @default.
- W2895095647 cites W2110460555 @default.
- W2895095647 cites W2117976551 @default.
- W2895095647 cites W2118580492 @default.
- W2895095647 cites W2121615270 @default.
- W2895095647 cites W2126648557 @default.
- W2895095647 cites W2129768834 @default.
- W2895095647 cites W2131406112 @default.
- W2895095647 cites W2137077153 @default.
- W2895095647 cites W2139326178 @default.
- W2895095647 cites W2145963278 @default.
- W2895095647 cites W2146569872 @default.
- W2895095647 cites W2158455871 @default.
- W2895095647 cites W2161529628 @default.
- W2895095647 cites W2161534096 @default.
- W2895095647 cites W2169539509 @default.
- W2895095647 cites W2199063378 @default.
- W2895095647 cites W2282746322 @default.
- W2895095647 cites W2293289064 @default.
- W2895095647 cites W2343409113 @default.
- W2895095647 cites W2346710232 @default.
- W2895095647 cites W2583907649 @default.
- W2895095647 cites W2588173368 @default.
- W2895095647 cites W2755992091 @default.
- W2895095647 cites W2809553218 @default.
- W2895095647 cites W4230601653 @default.
- W2895095647 cites W836980271 @default.
- W2895095647 cites W2071266981 @default.
- W2895095647 doi "https://doi.org/10.1016/j.neucom.2018.10.003" @default.
- W2895095647 hasPublicationYear "2019" @default.
- W2895095647 type Work @default.
- W2895095647 sameAs 2895095647 @default.
- W2895095647 citedByCount "17" @default.
- W2895095647 countsByYear W28950956472019 @default.
- W2895095647 countsByYear W28950956472020 @default.
- W2895095647 countsByYear W28950956472021 @default.
- W2895095647 countsByYear W28950956472023 @default.
- W2895095647 crossrefType "journal-article" @default.
- W2895095647 hasAuthorship W2895095647A5017808266 @default.
- W2895095647 hasAuthorship W2895095647A5034242786 @default.
- W2895095647 hasAuthorship W2895095647A5035006871 @default.
- W2895095647 hasAuthorship W2895095647A5047032042 @default.
- W2895095647 hasConcept C112972136 @default.
- W2895095647 hasConcept C119857082 @default.
- W2895095647 hasConcept C121332964 @default.
- W2895095647 hasConcept C134306372 @default.
- W2895095647 hasConcept C151376022 @default.