Prof Andre Lukas: Publications

G₂ domain walls in M theory - art. no. 046006

PHYSICAL REVIEW D 71:4 (2005) ARTN 046006

Authors:

T House, A Lukas

String cosmology

PHYSICS OF THE EARLY UNIVERSE 653 (2005) 181-211

Non-perturbative vacua for M-theory on G2 manifolds

Journal of High Energy Physics Springer Nature 2004:12 (2004) 018

Authors:

Beatriz de Carlos, André Lukas, Stephen Morris

Non-perturbative vacua for M-theory on G2 manifolds

Journal of High Energy Physics 8:12 (2004)

Authors:

B De Carlos, A Lukas, S Morris

Abstract:

We study moduli stabilization in the context of M-theory on compact manifolds with G2 holonomy, using superpotentials from flux and membrane instantons, and recent results for the Kähler potential of such models. The existence of minima with negative cosmological constant, stabilizing all moduli, is established. While most of these minima preserve supersymmetry, we also find examples with broken supersymmetry. Supersymmetric vacua with vanishing cosmological constant can also be obtained after a suitable tuning of parameters. © SISSA/ISAS 2005.

Heterotic string compacitified on half-flat manifolds

Physical Review D 70 (2004) article 126009 18pp

Authors:

A Lukas, Sebastian Gurrieri, Andrei Micu

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Prof Andre Lukas

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G₂ domain walls in M theory - art. no. 046006

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String cosmology

Non-perturbative vacua for M-theory on G2 manifolds

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Non-perturbative vacua for M-theory on G2 manifolds

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Abstract:

Heterotic string compacitified on half-flat manifolds

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Prof Andre Lukas

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G2 domain walls in M theory - art. no. 046006

Authors:

String cosmology

Non-perturbative vacua for M-theory on G2 manifolds

Authors:

Non-perturbative vacua for M-theory on G2 manifolds

Authors:

Abstract:

Heterotic string compacitified on half-flat manifolds

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G₂ domain walls in M theory - art. no. 046006