Edit Profile (opens in new tab) Yazıcı, Devrim Co-Author Distance Author ID: yazici.devrim Published as: Yazıcı, D.; Yazici, Devrim; Yazıcı, Devrim; Yazici, D. more...less Documents Indexed: 17 Publications since 2001 Co-Authors: 7 Co-Authors with 15 Joint Publications 29 Co-Co-Authors all top 5 Co-Authors 2 single-authored 10 Sheftel, Mikhail B. 3 Oğuz, Omer 2 Oǧuz, Oya 2 Sert, Hakan 1 Kalaycı, J. 1 Malykh, Andrei A. 1 Nutku, Yavuz all top 5 Serials 5 Journal of Geometry and Physics 2 Journal of Nonlinear Mathematical Physics 2 SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 2 Journal of Physics A: Mathematical and Theoretical 1 International Journal of Modern Physics A 1 Journal of Physics A: Mathematical and General 1 Communications in Nonlinear Science and Numerical Simulation 1 Czechoslovak Journal of Physics 1 Journal of Geometry and Symmetry in Physics Fields 16 Partial differential equations (35-XX) 14 Dynamical systems and ergodic theory (37-XX) 11 Relativity and gravitational theory (83-XX) 3 Mechanics of particles and systems (70-XX) Publications by Year all cited Publications top 5 cited Publications Citations contained in zbMATH Open 14 Publications have been cited 44 times in 19 Documents Cited by ▼ Year ▼ Recursion operators and bi-Hamiltonian structure of the general heavenly equation. Zbl 1375.35548Sheftel, M. B.; Yazıcı, D.; Malykh, A. A. 9 2017 Recursion operators and tri-Hamiltonian structure of the first heavenly equation of Plebański. Zbl 1346.35194Sheftel, Mikhail B.; Yazıcı, Devrim 7 2016 Bi-Hamiltonian representation, symmetries and integrals of mixed heavenly and Husain systems. Zbl 1235.37021Sheftel, M. B.; Yazici, D. 7 2010 Self-dual gravity is completely integrable. Zbl 1155.35465Nutku, Y.; Sheftel, M. B.; Kalayci, J.; Yazıcı, D. 6 2008 Anti-self-dual gravitational metrics determined by the modified heavenly equation. Zbl 1298.35224Sheftel, M. B.; Yazıcı, D. 2 2014 Evolutionary Hirota type \((2+1)\)-dimensional equations: Lax pairs, recursion operators and bi-Hamiltonian structures. Zbl 1454.35381Sheftel, Mikhail B.; Yazıcı, Devrim 2 2018 Generalization of bi-Hamiltonian systems in \((3+1)\) dimension, possessing partner symmetries. Zbl 1333.35280Yazıcı, D. 2 2016 Lax pairs, recursion operators and bi-Hamiltonian representations of \((3+1)\)-dimensional Hirota type equations. Zbl 1412.35329Sheftel, M. B.; Yazıcı, D. 2 2019 Bi-Hamiltonian structure of an asymmetric heavenly equation. Zbl 1372.35301Yazıcı, D. 2 2011 Symmetry reductions of second heavenly equation and \(2+1\)-dimensional Hamiltonian integrable systems. Zbl 1362.35301Yazici, D.; Sheftel, M. B. 1 2008 Hamiltonian structure of multi component integrable systems. Zbl 1054.35087Yazici, Devrim; Oğuz, Oya; Oğuz, Omer 1 2001 Multi-component bi-super Hamiltonian KdV systems. Zbl 0983.35125Yazıcı, Devrim; Oǧuz, Oya; Oǧuz, Ömer 1 2001 Multiple local lagrangians for n-component super-Korteweg-de Vries-type bi-Hamiltonian systems. Zbl 1189.35285Oğuz, Ömer; Yazici, Devrim 1 2010 Symmetries, integrals and hierarchies of new (3+1)-dimensional bi-Hamiltonian systems of Monge-Ampère type. Zbl 1428.35590Sheftel, M. B.; Yazıcı, D. 1 2019 Lax pairs, recursion operators and bi-Hamiltonian representations of \((3+1)\)-dimensional Hirota type equations. Zbl 1412.35329Sheftel, M. B.; Yazıcı, D. 2 2019 Symmetries, integrals and hierarchies of new (3+1)-dimensional bi-Hamiltonian systems of Monge-Ampère type. Zbl 1428.35590Sheftel, M. B.; Yazıcı, D. 1 2019 Evolutionary Hirota type \((2+1)\)-dimensional equations: Lax pairs, recursion operators and bi-Hamiltonian structures. Zbl 1454.35381Sheftel, Mikhail B.; Yazıcı, Devrim 2 2018 Recursion operators and bi-Hamiltonian structure of the general heavenly equation. Zbl 1375.35548Sheftel, M. B.; Yazıcı, D.; Malykh, A. A. 9 2017 Recursion operators and tri-Hamiltonian structure of the first heavenly equation of Plebański. Zbl 1346.35194Sheftel, Mikhail B.; Yazıcı, Devrim 7 2016 Generalization of bi-Hamiltonian systems in \((3+1)\) dimension, possessing partner symmetries. Zbl 1333.35280Yazıcı, D. 2 2016 Anti-self-dual gravitational metrics determined by the modified heavenly equation. Zbl 1298.35224Sheftel, M. B.; Yazıcı, D. 2 2014 Bi-Hamiltonian structure of an asymmetric heavenly equation. Zbl 1372.35301Yazıcı, D. 2 2011 Bi-Hamiltonian representation, symmetries and integrals of mixed heavenly and Husain systems. Zbl 1235.37021Sheftel, M. B.; Yazici, D. 7 2010 Multiple local lagrangians for n-component super-Korteweg-de Vries-type bi-Hamiltonian systems. Zbl 1189.35285Oğuz, Ömer; Yazici, Devrim 1 2010 Self-dual gravity is completely integrable. Zbl 1155.35465Nutku, Y.; Sheftel, M. B.; Kalayci, J.; Yazıcı, D. 6 2008 Symmetry reductions of second heavenly equation and \(2+1\)-dimensional Hamiltonian integrable systems. Zbl 1362.35301Yazici, D.; Sheftel, M. B. 1 2008 Hamiltonian structure of multi component integrable systems. Zbl 1054.35087Yazici, Devrim; Oğuz, Oya; Oğuz, Omer 1 2001 Multi-component bi-super Hamiltonian KdV systems. Zbl 0983.35125Yazıcı, Devrim; Oǧuz, Oya; Oǧuz, Ömer 1 2001 all cited Publications top 5 cited Publications all top 5 Cited by 23 Authors 9 Yazıcı, Devrim 8 Sheftel, Mikhail B. 4 Prykarpatsky, Yarema Anatoliyovych 2 Lou, Senyue 2 Prykarpatsky, Anatoliy Karolevych 1 1 Blackmore, Denis L. 1 Cui, Ping 1 Feng, Yiying 1 Gao, Xiaonan 1 Geng, Lu-Lu 1 Hao, Xiazhi 1 Hentosh, Oksana E. 1 Hentosh, Oksana Ye. 1 Lelito, Aleksandra 1 Liu, Jiangen 1 Malykh, Andrei A. 1 Morozov, Oleg I. 1 Oğuz, Omer 1 Samoĭlenko, Anatoliĭ Mykhaĭlovych 1 Sergyeyev, Artur 1 Tang, Xiaoyan 1 Yang, Xiao-Jun all top 5 Cited in 11 Serials 6 Journal of Geometry and Physics 3 SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 2 Ukrainian Mathematical Journal 1 International Journal of Modern Physics A 1 Journal of Mathematical Analysis and Applications 1 Journal of Mathematical Physics 1 Physics Letters. A 1 Communications in Nonlinear Science and Numerical Simulation 1 Journal of High Energy Physics 1 Journal of Nonlinear Mathematical Physics 1 European Journal of Mathematics all top 5 Cited in 11 Fields 15 Partial differential equations (35-XX) 13 Dynamical systems and ergodic theory (37-XX) 8 Relativity and gravitational theory (83-XX) 3 Nonassociative rings and algebras (17-XX) 3 Global analysis, analysis on manifolds (58-XX) 2 Real functions (26-XX) 2 Mechanics of particles and systems (70-XX) 1 Algebraic geometry (14-XX) 1 Several complex variables and analytic spaces (32-XX) 1 Differential geometry (53-XX) 1 Quantum theory (81-XX) Citations by Year