S. Kikuchi

activity

20202024

most citedRevisiting modular symmetry in magnetized torus and orbifold compactifications

97 citations · 541 across the 27 of their papers we have counts for

collaborators

Showing 2020Show all

3 papers · 1 filter

hep-th2020★ 22 cited

Classification of three generation models by orbifolding magnetized $T^{2} \times T^{2}$

Kouki Hoshiya, Shota Kikuchi, Tatsuo Kobayashi +2

We study orbifolding by the $Z_{2}^{(per)}$ permutaion of $T_{1}^{2} \times T_{2}^{2}$ with magnetic fluxes and its twisted orbifolds. We classify the possible three generation…

hep-th2020★ 88 cited

Modular symmetry by orbifolding magnetized $T^{2} \times T^{2}$ : realization of double cover of $Γ_{N}$

Shota Kikuchi, Tatsuo Kobayashi, Hajime Otsuka +2

We study the modular symmetry of zero-modes on $T_{1}^{2} \times T_{2}^{2}$ and orbifold compactifications with magnetic fluxes, $M_{1}, M_{2}$ , where modulus parameters are identified. This id…

hep-th2020★ 97 cited

Revisiting modular symmetry in magnetized torus and orbifold compactifications

Shota Kikuchi, Tatsuo Kobayashi, Shintaro Takada +2

We study the modular symmetry in $T^{2}$ and orbifold comfactifications with magnetic fluxes. There are $∣ M ∣$ zero-modes on $T^{2}$ with the magnetic flux $M$ . Their wavefunctions as w…

Classification of three generation models by orbifolding magnetized T2×T2

Modular symmetry by orbifolding magnetized T2×T2: realization of double cover of ΓN​

Revisiting modular symmetry in magnetized torus and orbifold compactifications

Classification of three generation models by orbifolding magnetized $T^{2} \times T^{2}$

Modular symmetry by orbifolding magnetized $T^{2} \times T^{2}$ : realization of double cover of $Γ_{N}$