[1]
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Application of the Exp− φ ξ-Expansion Method to Find the Soliton Solutions in Biomembranes and Nerves
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Mathematics,
2022 |
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[2]
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Some traveling wave solutions to the generalized (3+ 1)‐dimensional Korteweg–de Vries–Zakharov–Kuznetsov equation in plasma physics
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Mathematical Methods in the Applied …,
2022 |
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[3]
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Dynamic interaction of behaviors of time-fractional shallow water wave equation system
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Modern Physics Letters B,
2021 |
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[4]
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Breaking analysis of solitary waves for the shallow water wave system in fluid dynamics
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The European Physical Journal Plus,
2021 |
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[5]
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Comparison between the new exact and numerical solutions of the Mikhailov–Novikov–Wang equation
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2021 |
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[6]
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New vision for the soliton solutions to the complex Hirota-dynamical model
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2021 |
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[7]
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DISPERSIVE SOLITARY WAVE SOLUTIONS OF COUPLING BOITI-LEON-PEMPINELLI SYSTEM USING TWO DIFFERENT METHODS
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2021 |
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[8]
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New perception of the exact solutions of the 3D-fractional Wazwaz-Benjamin-Bona-Mahony (3D-FWBBM) equation
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2021 |
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[9]
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Exact propagation of the isolated waves model described by the three coupled nonlinear Maccari's system with complex structure
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2021 |
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[10]
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Effects of ellipticity angle on soliton solutions and modulation instability spectra in two-core birefringent optical fibers
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2021 |
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[11]
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Three distinct and impressive visions for the soliton solutions to the higher-order nonlinear Schrodinger equation
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2021 |
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[12]
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Optical solitons to a perturbed Gerdjikov-Ivanov equation using two different techniques
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Revista mexicana de …,
2021 |
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[13]
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THE AGREEMENT BETWEEN THE NEW EXACT AND NUMERICAL SOLUTIONSOF THE 3D-FRACTIONAL WAZWAZ-BENJAMIN-BONA-MAHONY EQUATION
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2020 |
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[14]
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New perception of the Optical solutions to the Fokas-Lenells equation according to two different techniques
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2020 |
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[15]
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Bright and dark soliton solutions for the complex Kundu-Eckhaus equation
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2020 |
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[16]
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Propagation of the ultra-short femtosecond pulses and the rogue wave in an optical fiber
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2020 |
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[17]
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Solitary Wave Solutions for the Shallow Water Wave Equations and the Generalized Klein-Gordon Equation Using Exp (-ϕ (η))-Expansion Method
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2020 |
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[18]
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THE AGREEMENT BETWEEN THE NEW EXACT AND NUMERICAL SOLUTIONS OF THE 3D-FRACTIONAL WAZWAZ-BENJAMIN-BONA-MAHONY …
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2020 |
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[19]
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New Solitary Wave Solutions to the Three Coupled Nonlinear Maccari's-System with a Complex Structure
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2019 |
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[20]
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The Solitary Wave Solutions of Important Model in Particle Physics and Engineering According to Two Different Techniques
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2019 |
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[21]
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Exact Propagation of the Isolated Waves Model Described by the Three Coupled Nonlinear Maccaris system with Complex Structure
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2019 |
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[22]
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New Optical Soliton Solutions of the Perturbed Fokas-Lenells Equation
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2019 |
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[23]
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Exact Traveling Wave Solutions For Nonlinear Dynamics of micro tubules-A New Model and The Kundu-Eckhaus Equation
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2019 |
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[24]
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The new solitary solutions of the foam drainage & (2+ 1) dimensional breaking soliton equations
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2018 |
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[25]
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Solitary wave solution of the generalized Hirota–Satsuma coupled KdV system
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Journal of the Egyptian Mathematical Society,
2017 |
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[26]
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New wave solutions for the fractional-order biological population model, time fractional burgers, Drinfel'd–Sokolov–Wilson and system of shallow water wave …
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European Journal of Computational Mechanics,
2017 |
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[27]
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Exact Traveling Wave Solutions for Nonlinear Evolutions Equations
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Journal of Computational and Theoretical Nanoscience,
2016 |
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[28]
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EXACT TRAVELING WAVE SOLUTIONS FOR THE GENERALIZED HIROTA-SATSUMA COUPLE KDV SYSTEM USING THE EXP
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Cogent Mathematics,
2016 |
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[29]
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Soliton solutions of nonlinear evolutions equation by using the extended Exp (− φ (ξ))− expansion method
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2016 |
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[30]
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Soliton Soltuions of Nonlinear Evolutions Equation by using the Extended Exp (− ϕ (ξ)) Expansion Method
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International Journal of Computer Applications,
2016 |
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[31]
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Exact traveling wave solutions for an important mathematical physics model
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J. Appl. Math. Bioinform,
2016 |
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[32]
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Exact traveling wave solutions for the generalized Hirota-Satsuma couple KdV system using the exp (− φ (ξ))-expansion method
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Cogent Mathematics,
2016 |
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[33]
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Exact soliton solutions of the generalized combined and the generalized double combined sinh-cosh-Gordon equations
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2016 |
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[34]
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Soliton Soltuions of Nonlinear Evolutions Equation by using the Extended Exp (-φ (ξ)) Expansion Method
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2016 |
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[35]
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The exp (-j (x)) Method and Its Applications for Solving Some Nonlinear Evolution Equations in Mathematical Physics
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2015 |
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[36]
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Exact Traveling Wave Solution for Nonlinear Fractional Partial Differential Equation Arising in Soliton using the exp (−
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2015 |
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[37]
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exp− ϕ ξ Method and Its Applications for Solving Some Nonlinear Evolution Equations in Mathematical Physics
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2015 |
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[38]
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EXACT TRAVELING WAVE SOLUTIONS FOR SOME NONLINEAR EVOLUTION EQUATINS BY USING THE EXP(?φ(ξ))-EXPANSION METHOD
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Asian Journal of Mathematics and Computer Research,
2015 |
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[39]
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Traveling Solitary Wave Solutions for the Symmetric Regularized Long-Wave Equation
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2015 |
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[40]
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Traveling Wave Solutions For The Couple Boiti-Leon-Pempinelli System By Using Extended Jacobian Elliptic Function Expansion Method
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2015 |
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[41]
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EXACT TRAVELING WAVE SOLUTIONS FOR SOME NONLINEAR EVOLUTION EQUATINS BY USING THE EXP (-φ (ξ))-EXPANSION METHOD
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Asian Journal of Mathematics and Computer,
2015 |
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[42]
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The exp ()
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2015 |
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[43]
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Exact Traveling Wave Solution for Nonlinear Fractional Partial Differential Equation Arising in Soliton using the exp (− 𝝋 (𝝃))-Expansion Method
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International Journal of Computer Applications,
2015 |
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[44]
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Extended Exp (-𝜑𝜑 (ξ))-Expansion Method for Solving the Generalized Hirota-Satsuma Coupled KdV System
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2015 |
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[45]
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Exact Traveling Wave Solutions for Modified Liouville Equation Arising in Mathematical Physics and Biology
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International Journal of Computer Applications,
2015 |
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[46]
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On the New Solitary Wave Solution of the Generalized Hirota-Satsuma Couple KdV System
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Global Journal of Science Frontier Research,
2015 |
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[47]
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The Modied Simple Equation Method and its Applications in Mathematical Physics and Biology
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Global Journal of Science Frontier Research,
2015 |
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[48]
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The Modified Simple Equation Method and Its Applications in Mathematical Physics and Biology
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American Journal of Computational Mathematics,
2015 |
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[49]
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Extended exp (-φ (ζ))-Expansion method for Solving the Generalized Hirota-Satsuma Coupled KdV System
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Global Journal of Science Frontier Research,
2015 |
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[50]
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Extended Jacobian Elliptic Function Expansion Method and its Applications for Solving some Nonlinear Evolution Equations in Mathematical Physics
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International Journal of Computer Applications,
2015 |
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[51]
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Exact Traveling Wave Solutions of Nano-Ionic Solitons and Nano-Ionic Current of MTs Using the exp (-φ (ξ))-Expansion Method
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Advances in Nanoparticles,
2015 |
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[52]
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The exp (-φ (ξ))-Expansion Method and Its Application for Solving Nonlinear Evolution Equations
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International Journal of Modern Nonlinear Theory and Application,
2015 |
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[53]
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Exact Traveling Wave Solutions for Fitzhugh-Nagumo (FN) Equation and Modified Liouville Equation
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International Journal of Computer Applications,
2015 |
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[54]
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Extended Jacobian Elliptic Function Expansion Method and Its Applications in Biology
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Applied Mathematics,
2015 |
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[55]
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On the new solitary wave solution of the generalized Hirota--Satsuma couple KdV system
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2015 |
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[56]
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Extended Exp (-(ξ))-Expansion Method for Solving the Generalized Hirota-Satsuma Coupled KdV System
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2015 |
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[57]
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Exact Traveling Wave Solution for Nonlinear Fractional Partial Differential Equation Arising in Soliton using the exp (-f (?))-Expansion Method
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International Journal of Computer Applications,
2015 |
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