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Further Computations of Quantum Fluid Triplet Structures at Equilibrium in the Diffraction Regime. [PDF]
Sesé LM.
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Transporting Results from a Trial to an External Target Population When Trial Participation Impacts Adherence. [PDF]
Ross RK +4 more
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Optical solitons with Biswas–Milovic equation by extended trial equation method
Nonlinear Dynamics, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zhou, Qin +4 more
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Optical solitons with anti-cubic nonlinearity by extended trial equation method
Optik, 2017Abstract The extended trial equation method is applied to extract bright and singular optical solitons, with anti-cubic nonlinearity, in addition to singular periodic and doubly periodic solutions. The results of this paper are generalized and extended versions of previously reported solutions.
Mehmet Ekici +7 more
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Optical solitons in DWDM system by extended trial equation method
Optik, 2017Abstract This paper obtains bright and singular optical solitons by the aid of extended trial equation approach. Both Kerr law and parabolic law of nonlinearity are considered. Solutions are obtained in terms of elliptic functions and in the limiting cases of the modulus of ellipticity, soliton solutions as well as periodic singular solutions fall ...
Mehmet Ekici +7 more
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Optical soliton perturbation for Gerdjikov–Ivanov equation by extended trial equation method
Optik, 2018Abstract This paper obtains bright and singular optical soliton solutions to perturbed Gerdjikov–Ivanov equation by the aid of extended trial equation method. This work is an extension of the previously reported results where unperturbed version of the model was addressed.
Anjan Biswas +7 more
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Optik, 2016
This paper obtains dark and singular optical solitons from Kundu–Eckhaus model. There are two integration algorithms that are adopted. These are extended trial equation method and the extended G′/G-expansion scheme. Constraint conditions guarantees existence of these solitons.
Mehmet Ekici +6 more
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This paper obtains dark and singular optical solitons from Kundu–Eckhaus model. There are two integration algorithms that are adopted. These are extended trial equation method and the extended G′/G-expansion scheme. Constraint conditions guarantees existence of these solitons.
Mehmet Ekici +6 more
openaire +3 more sources

