首页|Research Data from Faculty of Engineering Update Understanding of Symbolic Compu tation [Multiple rogue wave, double-periodic soliton and breather wave solutions for a generalized breaking soliton system in (3 + 1)-dimensi ons]
Research Data from Faculty of Engineering Update Understanding of Symbolic Compu tation [Multiple rogue wave, double-periodic soliton and breather wave solutions for a generalized breaking soliton system in (3 + 1)-dimensi ons]
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By a News Reporter-Staff News Editor at Robotics & Machine Learning Daily News Daily News-New research on symbolic computation i s the subject of a new report. According to news reporting from the Faculty of E ngineering by NewsRx journalists, research stated, "We focused on solitonic phen omena in wave propagation which was extracted from a generalized breaking solito n system in (3 + 1)-dimensions." The news journalists obtained a quote from the research from Faculty of Engineer ing: "The model describes the interaction phenomena between Riemann wave and lon g wave viatwo space variable in nonlinear media. Abundant double-periodic solit on, breather wave and the multiple rogue wave solutions to a generalized breakin g soliton system by the Hirota bilinear form and a mixture of exponentials and t rigonometric functions are presented. Periodic-soliton, breather wave and period ic are studied with the usage of symbolic computation. In addition, the symbolic computation and the applied methods for governing model are investigated. Throu gh three-dimensional graph, density graph, and two-dimensional design using Mapl e, the physical features of double-periodic soliton and breather wave solutions are explained all right. The findings demonstrate the investigated model's broad variety of explicit solutions."
Faculty of EngineeringEmerging Technol ogiesMachine LearningSymbolic Computation
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