Publication List
Takeshi Oota
[1] Hiroshi Itoyama and Takeshi Oota, Neutral Excitations and Others in the SineGordon Theory, Progress of Theoretical Physics Supplement No.114 (1993) 41-51.
[2] H. Itoyama and T. Oota, Sine-Gordon theory with higher-spin N=2 supersymmetry
and the massless limit, Nuclear Physics B419 (1994) 632-646.
[3] Takeshi Oota, Functional equations of form factors for diagonal scattering theories,
Nuclear Physics B466 (1996) 361-382.
[4] N. Fumita, H. Itoyama and T. Oota, Motions of the string solutions in the XXZ
spin chain under a varying twist, International Journal of Modern Physics A12(1997) 801-838.
[5] Vladimir E. Korepin and Takeshi Oota, Scattering of plane waves in self-dual YangMills theory, Journal of Physics A29 (1996) L625-L628.
[6] Vladimir E. Korepin and Takeshi Oota, Relation between Classical Self-Dual YangMils Equation and Quantum Inverse Scattering Method, in Eds. E. Date, T. Miwaand M. Okado, INFINITE ANALYSIS, Integrable Systems and Representation
Theory, IIAS Reports No.1997-001 (1997) 59-69.
[7] Takeshi Oota, q-deformed Coxeter element in non-simply laced affine Toda fieldtheories, Nuclear Physics B504 (1997) 738-752.
[8] Vladimir E. Korepin and Takeshi Oota, The Determinant Representation for aCorrelation Function in Scaling Lee-Yang Model, Journal of Physics A31 (1998)
L371-L380.
[9] Takeshi Oota, Two-point correlation functions in perturbed minimal models, Journal of Physics A31 (1998) 7611-7626.
[10] Masafumi Fukuma, Takeshi Oota and Hirokazu Tanaka, Comments on T-dualities
of Ramond-Ramond Potentials, Progress of Theoretical Physics 103 (2000) 425446.
[11] Masafumi Fukuma, Takeshi Oota and Hirokazu Tanaka, Weyl Groups in
AdS3 /CFT2 , Progress of Theoretical Physics 103 (2000) 447-462.
[12] H. Itoyama and T. Oota, Normalization of off-shell boundary state, g-function andzeta function regularization, Journal of Physics A35 (2002) 9395-9414.

[13] Takeshi Oota, Quantum projectors and local operators in lattice integrable models,
Journal of Physics A37 (2004) 441-452.
[14] Takeshi Oota, Comments on Equations of Motion for Pure Spinors in Even Dimensions, preprint hep-th/0411036.
[15] Takeshi Oota and Yukinori Yasui, Toric Sasaki-Einstein manifolds and Heun equations, Nuclear Physics B742 (2006) 275-294.
[16] Takeshi Oota and Yukinori Yasui, Explicit toric metric on resolved Calabi-Yau
cone, Physics Letters B639 (2006) 54-56.
[17] Takeshi Oota and Yukinori Yasui, New Example of Infinite Family of Quiver Gauge
Theories, Nuclear Physics B762 (2007) 377-391.
[18] H. Itoyama and T. Oota, The AdS5 × S 5 superstrings in the generalized light-conegauge, Progress of Theoretical Physics 117 (2007) 957-972.
[19] Naoki Hamamoto, Tsuyoshi Houri, Takeshi Oota and Yukinori Yasui, Kerr-NUTde Sitter Curvature in All Dimensions, Journal of Physics A: Mathematical andTheoretical 40 (2007) F177-F184.
[20] Tsuyoshi Houri, Takeshi Oota and Yukinori Yasui, Closed conformal Killing-Yanotensor and geodesic integrability, Journal of Physics A: Mathematical and Theoretical 41 (2008) 025204.
[21] Tsuyoshi Houri, Takeshi Oota and Yukinori Yasui, Closed conformal Killing-Yanotensor and Kerr-NUT-de Sitter spacetime uniqueness, Physics Letters B656 (2007)214-216.
[22] Takeshi Oota and Yukinori Yasui, Separability of Dirac equation in higher dimensional Kerr-NUT-de Sitter spacetime, Physics Letters B659 (2008) 688-693.
[23] Hiroshi Itoyama, Takeshi Oota and Reiji Yoshioka, Nambu-Goto Like Action for
the AdS5 × S 5 Superstrings in the Generalized Light-Cone Gauge, Progress of Theoretical Physics 119 (2008) 323-338.
[24] Tsuyoshi Houri, Takeshi Oota and Yukinori Yasui, Generalized Kerr-NUT-de Sitter
metrics in all dimensions, Physics Letters B666 (2008) 391-394.
[25] Tsuyoshi Houri, Takeshi Oota and Yukinori Yasui, Closed conformal Killing-Yanotensor and uniqueness of generalized Kerr-NUT-de Sitter spacetime, Classical andQuantum Gravity 26 (2009) 045015 (18pp), arXiv:0805.3877[hep-th].

[26] Takeshi Oota and Yukinori Yasui, Separability of gravitational perturbation in generalized Kerr-NUT-de Sitter spacetime, International Journal of Modern Physics
A. 15 (2010) 3055-3094, arXiv:0812.1623[hep-th].
[27] Hiroshi Itoyama, Kazunobu Maruyoshi and Takeshi Oota, The Quiver Matrix
Model and 2d-4d Conformal Connection, Progress of Theoretical Physics 123(2010) 957-987, arXiv:0911.4244[hep-th].
[28] Hiroshi Itoyama and Takeshi Oota, Method of Generating q-Expansion Coefficientsfor Conformal Block and N = 2 Nekrasov Function by β-Deformed Matrix Model,
Nuclear Physics B 838 [PM] (2010) 298-330, arXiv:1003.2929[hep-th].
[29] Hiroshi Itoyama, Takeshi Oota and Nobuhiro Yonezawa, Massive Scaling Limit ofβ-Deformed Matrix Model of Selberg Type, Physical Review D 82, 085031 (2010),
arXiv:1008.1861 [hep-th].