On a construction of some classes of exact solutions for a modified Higgs model |
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| Author |
Faculty of Mechanics and Mathematics, Ivan Franko Lviv National University
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| Abstract |
Some modifications of nonlinear Higgs model are considered.
The exact solutions are constructed in explicit form.
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| Keywords |
modifications of nonlinear Higgs model, exact solutions, explicit form
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| DOI |
doi:10.30970/ms.18.2.197-207
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Reference |
1. Prykarpatskyi A. K., Mykytyuk I. V. Algebraic aspects of integrability of nonlinear dynamic system on manifolds. – Kiev: Naukova dumka, 1991. – 288 p. (in Ukrainian)
2. Dickey L.A. Soliton equations and Hamiltonian systems // Advanced Series in Mathematical Physics. – 1991. – V. 12. – 310 p. 3. Sidorenko Yu.M. Method of integration of Lax equations with nonlocal reductions // Dopovidi NAN Ukrainy. – 1999. – № 8. – P. 19–23. (in Ukrainian) 4. Sidorenko Yu.M. Binary transformations and (2+1)–dimensional integrable systems // Ukr. math. journ. – 2002. – V.54, № 11. – P.1531–1550. (in Ukrainian) |
| Pages |
197-207
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| Volume |
18
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| Issue |
2
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| Year |
2002
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| Journal |
Matematychni Studii
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| Full text of paper | |
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