FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4313431134> ?p ?o ?g. }

• W4313431134 endingPage "106171" @default.
• W4313431134 startingPage "106171" @default.
• W4313431134 abstract "Finding optical soliton solutions to nonlinear partial differential equations has become a popular topic in recent decades. The primary goal of this study is to identify a diverse collection of wave solutions to a generalized version of the nonlinear Schrödinger equation. We investigate two modifications to the generalized exponential rational function method to derive the expected results for this model. The first method is primarily based on using elementary functions such as exponential, trigonometric, and hyperbolic forms, which are commonly used to calculate the results. As for the second method, it is based on applying Jacobi elliptic functions to formulate solutions, whereas the underlying idea is the same as with the first method. As a means of enhancing the reader’s understanding of the results, we plot the graphical properties of our solutions. Based on this article’s results, it can be concluded that both techniques are easy to follow, and yet very efficient. These integration methods can determine different categories of solutions all in a unified framework. Therefore, it can be concluded from the manuscript that the approaches adopted in the manuscript may be regarded as efficient tools for determining wave solutions of a variety of partial differential equations. Due to the high computational complexity, the main requirement for applying our proposed methods is to employ an efficient computing software. Here, symbolic packages in Wolfram Mathematica have been used to validate the entire results of the paper." @default.
• W4313431134 created "2023-01-06" @default.
• W4313431134 creator A5023870555 @default.
• W4313431134 creator A5030756029 @default.
• W4313431134 date "2023-01-01" @default.
• W4313431134 modified "2023-10-11" @default.
• W4313431134 title "Applications of two novel techniques in finding optical soliton solutions of modified nonlinear Schrödinger equations" @default.
• W4313431134 cites W2412906078 @default.
• W4313431134 cites W2518222573 @default.
• W4313431134 cites W2625749270 @default.
• W4313431134 cites W2796990500 @default.
• W4313431134 cites W2800167091 @default.
• W4313431134 cites W2890959528 @default.
• W4313431134 cites W2912069247 @default.
• W4313431134 cites W2943314488 @default.
• W4313431134 cites W2953042744 @default.
• W4313431134 cites W2972482230 @default.
• W4313431134 cites W2980079197 @default.
• W4313431134 cites W3001018173 @default.
• W4313431134 cites W3017339102 @default.
• W4313431134 cites W3023776666 @default.
• W4313431134 cites W3047926331 @default.
• W4313431134 cites W3081441696 @default.
• W4313431134 cites W3096279762 @default.
• W4313431134 cites W3107258467 @default.
• W4313431134 cites W3107438720 @default.
• W4313431134 cites W3109584340 @default.
• W4313431134 cites W3117530856 @default.
• W4313431134 cites W3128596500 @default.
• W4313431134 cites W3135949739 @default.
• W4313431134 cites W3156712462 @default.
• W4313431134 cites W3157504616 @default.
• W4313431134 cites W3168427398 @default.
• W4313431134 cites W3173344265 @default.
• W4313431134 cites W3177528155 @default.
• W4313431134 cites W3193225244 @default.
• W4313431134 cites W3193914551 @default.
• W4313431134 cites W3196160536 @default.
• W4313431134 cites W4200117717 @default.
• W4313431134 cites W4220763575 @default.
• W4313431134 cites W4220924176 @default.
• W4313431134 cites W4223890113 @default.
• W4313431134 cites W4280508588 @default.
• W4313431134 cites W4283365765 @default.
• W4313431134 cites W4283825076 @default.
• W4313431134 cites W4284887415 @default.
• W4313431134 cites W4285083349 @default.
• W4313431134 cites W4285098106 @default.
• W4313431134 cites W4285114063 @default.
• W4313431134 cites W4285191302 @default.
• W4313431134 cites W4285791988 @default.
• W4313431134 cites W4286001728 @default.
• W4313431134 cites W4286423575 @default.
• W4313431134 cites W4288460594 @default.
• W4313431134 cites W4289937114 @default.
• W4313431134 cites W4293335049 @default.
• W4313431134 cites W4296741939 @default.
• W4313431134 cites W4297982897 @default.
• W4313431134 cites W4300865356 @default.
• W4313431134 cites W4308999928 @default.
• W4313431134 doi "https://doi.org/10.1016/j.rinp.2022.106171" @default.
• W4313431134 hasPublicationYear "2023" @default.
• W4313431134 type Work @default.
• W4313431134 citedByCount "17" @default.
• W4313431134 countsByYear W43134311342023 @default.
• W4313431134 crossrefType "journal-article" @default.
• W4313431134 hasAuthorship W4313431134A5023870555 @default.
• W4313431134 hasAuthorship W4313431134A5030756029 @default.
• W4313431134 hasBestOaLocation W43134311341 @default.
• W4313431134 hasConcept C110812573 @default.
• W4313431134 hasConcept C121332964 @default.
• W4313431134 hasConcept C123958593 @default.
• W4313431134 hasConcept C134306372 @default.
• W4313431134 hasConcept C136197465 @default.
• W4313431134 hasConcept C14036430 @default.
• W4313431134 hasConcept C151376022 @default.
• W4313431134 hasConcept C154945302 @default.
• W4313431134 hasConcept C158622935 @default.
• W4313431134 hasConcept C178009071 @default.
• W4313431134 hasConcept C199360897 @default.
• W4313431134 hasConcept C2524010 @default.
• W4313431134 hasConcept C2777904410 @default.
• W4313431134 hasConcept C28826006 @default.
• W4313431134 hasConcept C29001434 @default.
• W4313431134 hasConcept C33923547 @default.
• W4313431134 hasConcept C41008148 @default.
• W4313431134 hasConcept C62520636 @default.
• W4313431134 hasConcept C75190567 @default.
• W4313431134 hasConcept C78458016 @default.
• W4313431134 hasConcept C86803240 @default.
• W4313431134 hasConcept C87651913 @default.
• W4313431134 hasConcept C93779851 @default.
• W4313431134 hasConceptScore W4313431134C110812573 @default.
• W4313431134 hasConceptScore W4313431134C121332964 @default.
• W4313431134 hasConceptScore W4313431134C123958593 @default.
• W4313431134 hasConceptScore W4313431134C134306372 @default.
• W4313431134 hasConceptScore W4313431134C136197465 @default.
• W4313431134 hasConceptScore W4313431134C14036430 @default.

• next