Matches in SemOpenAlex for { <https://semopenalex.org/work/W4220732021> ?p ?o ?g. }
- W4220732021 endingPage "156" @default.
- W4220732021 startingPage "156" @default.
- W4220732021 abstract "We look at the stochastic fractional-space Bogoyavlenskii equation in the Stratonovich sense, which is driven by multiplicative noise. Our aim is to acquire analytical fractional stochastic solutions to this stochastic fractional-space Bogoyavlenskii equation via two different methods such as the exp(−Φ(η))-expansion method and sine–cosine method. Since this equation is used to explain the hydrodynamic model of shallow-water waves, the wave of leading fluid flow, and plasma physics, scientists will be able to characterize a wide variety of fascinating physical phenomena with these solutions. Furthermore, we evaluate the influence of noise on the behavior of the acquired solutions using 2D and 3D graphical representations." @default.
- W4220732021 created "2022-04-03" @default.
- W4220732021 creator A5015592835 @default.
- W4220732021 creator A5061698030 @default.
- W4220732021 creator A5072340361 @default.
- W4220732021 creator A5088152352 @default.
- W4220732021 date "2022-03-13" @default.
- W4220732021 modified "2023-09-30" @default.
- W4220732021 title "The Influence of Noise on the Solutions of Fractional Stochastic Bogoyavlenskii Equation" @default.
- W4220732021 cites W1783247470 @default.
- W4220732021 cites W2005024847 @default.
- W4220732021 cites W2005348954 @default.
- W4220732021 cites W2007543053 @default.
- W4220732021 cites W2013812365 @default.
- W4220732021 cites W2027588087 @default.
- W4220732021 cites W2034401440 @default.
- W4220732021 cites W2036012259 @default.
- W4220732021 cites W2043756190 @default.
- W4220732021 cites W2046828453 @default.
- W4220732021 cites W2053833421 @default.
- W4220732021 cites W2063067239 @default.
- W4220732021 cites W2066550920 @default.
- W4220732021 cites W2080886039 @default.
- W4220732021 cites W2085345248 @default.
- W4220732021 cites W2090453074 @default.
- W4220732021 cites W2091216386 @default.
- W4220732021 cites W2095471900 @default.
- W4220732021 cites W2111271983 @default.
- W4220732021 cites W2117742551 @default.
- W4220732021 cites W2127769310 @default.
- W4220732021 cites W2132985539 @default.
- W4220732021 cites W2140941339 @default.
- W4220732021 cites W2145137020 @default.
- W4220732021 cites W2346491632 @default.
- W4220732021 cites W2514211295 @default.
- W4220732021 cites W2519899354 @default.
- W4220732021 cites W2724750178 @default.
- W4220732021 cites W2765647249 @default.
- W4220732021 cites W2767468950 @default.
- W4220732021 cites W2781847584 @default.
- W4220732021 cites W2802276519 @default.
- W4220732021 cites W2883525513 @default.
- W4220732021 cites W2883567547 @default.
- W4220732021 cites W2896442079 @default.
- W4220732021 cites W2963268379 @default.
- W4220732021 cites W2994823043 @default.
- W4220732021 cites W3008795338 @default.
- W4220732021 cites W3090146683 @default.
- W4220732021 cites W3131385637 @default.
- W4220732021 cites W3153325369 @default.
- W4220732021 cites W3209052778 @default.
- W4220732021 cites W3210779932 @default.
- W4220732021 cites W4200106792 @default.
- W4220732021 cites W4210748381 @default.
- W4220732021 cites W4221102633 @default.
- W4220732021 doi "https://doi.org/10.3390/fractalfract6030156" @default.
- W4220732021 hasPublicationYear "2022" @default.
- W4220732021 type Work @default.
- W4220732021 citedByCount "8" @default.
- W4220732021 countsByYear W42207320212022 @default.
- W4220732021 countsByYear W42207320212023 @default.
- W4220732021 crossrefType "journal-article" @default.
- W4220732021 hasAuthorship W4220732021A5015592835 @default.
- W4220732021 hasAuthorship W4220732021A5061698030 @default.
- W4220732021 hasAuthorship W4220732021A5072340361 @default.
- W4220732021 hasAuthorship W4220732021A5088152352 @default.
- W4220732021 hasBestOaLocation W42207320211 @default.
- W4220732021 hasConcept C111919701 @default.
- W4220732021 hasConcept C115961682 @default.
- W4220732021 hasConcept C121332964 @default.
- W4220732021 hasConcept C121864883 @default.
- W4220732021 hasConcept C131021393 @default.
- W4220732021 hasConcept C13412647 @default.
- W4220732021 hasConcept C134306372 @default.
- W4220732021 hasConcept C154249771 @default.
- W4220732021 hasConcept C154945302 @default.
- W4220732021 hasConcept C18015164 @default.
- W4220732021 hasConcept C2778572836 @default.
- W4220732021 hasConcept C28826006 @default.
- W4220732021 hasConcept C33923547 @default.
- W4220732021 hasConcept C41008148 @default.
- W4220732021 hasConcept C59696629 @default.
- W4220732021 hasConcept C761482 @default.
- W4220732021 hasConcept C76155785 @default.
- W4220732021 hasConcept C99498987 @default.
- W4220732021 hasConceptScore W4220732021C111919701 @default.
- W4220732021 hasConceptScore W4220732021C115961682 @default.
- W4220732021 hasConceptScore W4220732021C121332964 @default.
- W4220732021 hasConceptScore W4220732021C121864883 @default.
- W4220732021 hasConceptScore W4220732021C131021393 @default.
- W4220732021 hasConceptScore W4220732021C13412647 @default.
- W4220732021 hasConceptScore W4220732021C134306372 @default.
- W4220732021 hasConceptScore W4220732021C154249771 @default.
- W4220732021 hasConceptScore W4220732021C154945302 @default.
- W4220732021 hasConceptScore W4220732021C18015164 @default.
- W4220732021 hasConceptScore W4220732021C2778572836 @default.
- W4220732021 hasConceptScore W4220732021C28826006 @default.
- W4220732021 hasConceptScore W4220732021C33923547 @default.