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Dive into the research topics where Tetsuji Kimura is active.

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Featured researches published by Tetsuji Kimura.


Nuclear Physics | 2013

Gauged Linear Sigma Model for Exotic Five-brane

Tetsuji Kimura; Shin Sasaki

We study an N = (4,4) supersymmetric gauged linear sigma model which gives rise to the nonlinear sigma model for multi-centered KK-monopoles. We find a new T-duality transformation of the model even in the presence of F-terms. Performing T-duality, we find the gauged linear sigma model whose IR limit describes the exotic 5 2 -brane with B-field.


Journal of High Energy Physics | 2013

Worldsheet instanton corrections to 52-brane geometry

Tetsuji Kimura; Shin Sasaki

A bstractWe study worldsheet instanton corrections to the exotic


Journal of High Energy Physics | 2009

D-branes and doubled geometry

Cecilia Albertsson; Tetsuji Kimura; Ronald A. Reid-Edwards

5_2^2-\mathrm{brane}


Journal of High Energy Physics | 2014

World-volume effective actions of exotic five-branes

Tetsuji Kimura; Shin Sasaki; Masaya Yata

geometry in type II string theory. The BPS vortices in the


Journal of High Energy Physics | 2014

Worldsheet description of exotic five-brane with two gauged isometries

Tetsuji Kimura; Shin Sasaki

\mathcal{N}


Nuclear Physics | 2002

Calabi-Yau manifolds of cohomogeneity one as complex line bundles

Kiyoshi Higashijima; Tetsuji Kimura; Muneto Nitta

= (4, 4) gauged linear sigma model modify the geometry of the


Annals of Physics | 2002

Gauge Theoretical Construction of Non-compact Calabi–Yau Manifolds

Kiyoshi Higashijima; Tetsuji Kimura; Muneto Nitta

5_2^2-\mathrm{brane}


Nuclear Physics | 2002

Ricci flat Kahler manifolds from supersymmetric gauge theories

Kiyoshi Higashijima; Tetsuji Kimura; Muneto Nitta

. We find that the modification of the geometry is understood by the localization in the T-dualized winding direction.


Physical Review D | 2003

Spectrum of eleven-dimensional supergravity on a pp -wave background

Tetsuji Kimura; Kentaroh Yoshida

We define the open string version of the nonlinear sigma model on doubled geometry introduced by Hull and Reid-Edwards, and derive its boundary conditions. These conditions include the restriction of D-branes to maximally isotropic submanifolds as well as a compatibility condition with the Lie algebra structure on the doubled space. We demonstrate a systematic method to derive and classify D-branes from the boundary conditions, in terms of embeddings both in the doubled geometry and in the physical target space. We apply it to the doubled three-torus with constant H-flux and find D0-, D1-, and D2-branes, which we verify transform consistently under T-dualities mapping the system to f-, Q- and R-flux backgrounds.


Journal of High Energy Physics | 2012

Canonical approach to Courant brackets for D-branes

Machiko Hatsuda; Tetsuji Kimura

A bstractWe construct world-volume effective actions of exotic 522

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Masahide Yamaguchi

Tokyo Institute of Technology

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Cecilia Albertsson

Yukawa Institute for Theoretical Physics

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