K. Oguma

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All published works

Action	Title	Year	Authors
+	A robust numerical integrator for the short pulse equation near criticality	2019	Shun Sato K. Oguma T. Matsuo Bao‐Feng Feng
+	A self-adaptive moving mesh method for the short pulse equation via its hodograph link to the sine-Gordon equation	2016	Shun Sato K. Oguma T. Matsuo Bao Feng

Common Coauthors

Coauthor	Papers Together
Shun Sato	2
T. Matsuo	2
Bao Feng	1
Bao‐Feng Feng	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Note on “New Coupled Integrable Dispersionless Equations”	1994	Ryogo Hirota Satoshi Tsujimoto	2
+	A Practical Guide to Pseudospectral Methods	1996	Bengt Fornberg	2
+ PDF Chat	Backward error analysis for multi-symplectic integration methods	2003	Brian E. Moore Sebastian Reich	2
+ PDF Chat	Ultra-short pulses in linear and nonlinear media	2005	Yeojin Chung Christopher K. R. T. Jones Tobias Schäfer C. Eugene Wayne	2
+	Multi-symplectic integrators: numerical schemes for Hamiltonian PDEs that conserve symplecticity	2001	Thomas J. Bridges Sebastian Reich	2
+ PDF Chat	Integrable discretizations of the short pulse equation	2010	Bao‐Feng Feng Ken‐ichi Maruno Yasuhiro Ohta	2
+ PDF Chat	Periodic solutions of the short pulse model equation	2008	Yoshimasa Matsuno	2
+	An integrable coupled short pulse equation	2012	Bao‐Feng Feng	2
+ PDF Chat	The bi-Hamiltonian structure of the short pulse equation	2006	J. C. Brunelli	2
+	Conservative numerical schemes for the Ostrovsky equation	2009	Takaharu Yaguchi Takayasu Matsuo Masaaki Sugihara	2
+ PDF Chat	Multi-soliton, multi-breather and higher order rogue wave solutions to the complex short pulse equation	2016	Liming Ling Bao‐Feng Feng Zuo-Nong Zhu	2
+	On the Polysymplectic Integrator for the Short Pulse Equation	2015	Monika E. Pietrzyk Igor V. Kanatchikov	2
+ PDF Chat	Integrable discretizations and self-adaptive moving mesh method for a coupled short pulse equation	2015	Bao-Feng Feng Junchao Chen Yong Chen Ken-ichi Maruno Yasuhiro Ohta	2
+ PDF Chat	Self-adaptive moving mesh schemes for short pulse type equations and their Lax pairs	2014	Bao‐Feng Feng Ken‐ichi Maruno Yasuhiro Ohta	2
+ PDF Chat	Global Well-Posedness of the Short-Pulse and Sine–Gordon Equations in Energy Space	2010	Dmitry E. Pelinovsky Anton Sakovich	2
+ PDF Chat	Discrete integrable systems and hodograph transformations arising from motions of discrete plane curves	2011	Bao-Feng Feng Jun-ichi Inoguchi Kenji Kajiwara Ken-ichi Maruno Yasuhiro Ohta	2
+ PDF Chat	Well-posedness results for the short pulse equation	2014	Giuseppe Maria Coclite Lorenzo di Ruvo	2
+ PDF Chat	Integrable discretizations for the short-wave model of the Camassa–Holm equation	2010	Bao-Feng Feng Ken-ichi Maruno Yasuhiro Ohta	2
+ PDF Chat	Propagation of ultra-short solitons in stochastic Maxwell's equations	2014	Levent Kurt Tobias Schäfer	2
+ PDF Chat	Higher-order corrections to the short-pulse equation	2013	Levent Kurt Yeojin Chung Tobias Schäfer	2
+ PDF Chat	The short-pulse equation and associated constraints	2009	Theodoros P. Horikis	2
+	Discrete variational derivative method—A structure-preserving numerical method for partial differential equations	2018	Daisuke Furihata Takayasu Matsuo	2
+ PDF Chat	The Short Pulse Equation Is Integrable	2005	Anton Sakovich Sergei Sakovich	2
+	Numerical integration of the Ostrovsky equation based on its geometric structures	2012	Yuto Miyatake Takaharu Yaguchi Takayasu Matsuo	2
+	New Integrable Nonlinear Evolution Equations	1979	Miki Wadati Kimiaki Konno Yoshi H. Ichikawa	2
+	Lie symmetry analysis and exact solutions for the short pulse equation	2009	Hanze Liu Jibin Li	2
+	The short pulse hierarchy	2005	J. C. Brunelli	2
+ PDF Chat	Complex short pulse and coupled complex short pulse equations	2014	Bao‐Feng Feng	2
+ PDF Chat	Solitary Waves of the Regularized Short Pulse and Ostrovsky Equations	2009	Nicola Costanzino Vahagn Manukian Christopher K. R. T. Jones	2
+ PDF Chat	Finding the one‐loop soliton solution of the short‐pulse equation by means of the homotopy analysis method	2008	E.J. Parkes S. Abbasbandy	2
+	Adaptivity with moving grids	2009	Chris Budd Weizhang Huang Robert D. Russell	2
+ PDF Chat	Solitary wave solutions of the short pulse equation	2006	Anton Sakovich Sergei Sakovich	2
+	An integrable semi-discretization of the Camassa–Holm equation and its determinant solution	2008	Yasuhiro Ohta Ken‐ichi Maruno Bao‐Feng Feng	2
+	Finite Difference Schemes for ∂u∂t=(∂∂x)αδGδu That Inherit Energy Conservation or Dissipation Property	1999	Daisuke Furihata	1
+ PDF Chat	Regular and singular pulse and front solutions and possible isochronous behavior in the short-pulse equation: Phase-plane, multi-infinite series and variational approaches	2014	G. Gambino Ugur Tanriver Partha Guha A. Ghose Choudhury S. Roy Choudhury	1
+ PDF Chat	Wave breaking in the short-pulse equation	2009	Yue Liu Dmitry E. Pelinovsky Anton Sakovich	1
+ PDF Chat	On spatial discretization of evolutionary differential equations on the periodic domain with a mixed derivative	2019	Shun Sato T. Matsuo	1
+	A self-adaptive moving mesh method for the Camassa–Holm equation	2010	Bao‐Feng Feng Ken‐ichi Maruno Yasuhiro Ohta	1
+ PDF Chat	The short pulse equation by a Riemann–Hilbert approach	2017	Anne Boutet de Monvel Dmitry Shepelsky Lech Zieliński	1
+ PDF Chat	A conservative compact finite difference scheme for the KdV equation	2012	Hiroki Kanazawa Takayasu Matsuo Takaharu Yaguchi	1
+ PDF Chat	A novel discrete variational derivative method using ``average-difference methods''	2016	Daisuke Furihata Shun Sato Takayasu Matsuo	1
+	Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables	1965	J. W. W. Milton Abramowitz Irene A. Stegun	1
+	A convergent finite difference scheme for the Ostrovsky-Hunter equation on a bounded domain	2016	Giuseppe Maria Coclite J.K. Ridder Nils Henrik Risebro	1
+ PDF Chat	Seiberg-Witten theory as a Fermi gas	2016	Giulio Bonelli Alba Grassi Alessandro Tanzini	1
+	Well-Posedness of a Nonlinear Wave Equations in Characteristic Coordinates	2009	Anton Sakovich	1