Alexander Seifert

activity

20152017

most citedTowards Geometric D6-Brane Model Building on non-Factorisable Toroidal

Z_{4}

-Orbifolds

6 citations · 13 across the 3 of their papers we have counts for

collaborators

3 papers

hep-th2017★ 3 cited

Massless Spectra and Gauge Couplings at One-Loop on Non-Factorisable Toroidal Orientifolds

Mikel Berasaluce-González, Gabriele Honecker, Alexander Seifert

So-called `non-factorisable' toroidal orbifolds can be rewritten in a factorised form as a product of three two-tori by imposing an additional shift symmetry. This finding of Blasz…

hep-th2016★ 6 cited

Towards Geometric D6-Brane Model Building on non-Factorisable Toroidal $Z_{4}$ -Orbifolds

Mikel Berasaluce-González, Gabriele Honecker, Alexander Seifert

We present a geometric approach to D-brane model building on the non-factorisable torus backgrounds of $T^{6} / Z_{4}$ , which are $A_{3} \times A_{3}$ and $A_3 \times A_1 \times B_2…

hep-th2015★ 4 cited

Model building on the non-factorisable type IIA $T^{6} / (Z_{4} \times Ω R)$ orientifold

Alexander Seifert, Gabriele Honecker

We construct global semi-realistic supersymmetric models with intersecting D6-branes on the non-factorisable orientifold $T^{6} / (Z_{4} \times Ω R)$ . The non-factorisabl…

Massless Spectra and Gauge Couplings at One-Loop on Non-Factorisable Toroidal Orientifolds

Towards Geometric D6-Brane Model Building on non-Factorisable Toroidal Z4​-Orbifolds

Model building on the non-factorisable type IIA T6/(Z4​×ΩR) orientifold

Towards Geometric D6-Brane Model Building on non-Factorisable Toroidal $Z_{4}$ -Orbifolds

Model building on the non-factorisable type IIA $T^{6} / (Z_{4} \times Ω R)$ orientifold