alx-ai/arxiv_papers · Datasets at Hugging Face

text stringlengths 0 44.4k
[1] O. Aharony, O. Bergman, D. L. Jaﬀeris, and J. Maldacena, N= 6superconformal
Chern-Simons-matter theories, M2-branes and their gravit y duals,JHEP10(2008) 091,
[arXiv:0806.1218 ].
[2] J. P. Gauntlett and S. Pakis, The geometry of D= 11Killing spinors ,JHEP04(2003) 039,
[hep-th/0212008 ].
[3] D. L¨ ust and D. Tsimpis, Supersymmetric AdS 4compactiﬁcations of IIA supergravity ,JHEP
02(2005) 027, [ hep-th/0412250 ].
[4] J. P. Gauntlett, D. Martelli, J. Sparks, and D. Waldram, Supersymmetric AdS 5solutions of
type IIB supergravity ,Class. Quant. Grav. 23(2006) 4693–4718, [ hep-th/0510125 ].
[5] P. Koerber and D. Tsimpis, Supersymmetric sources, integrability and generalized-s tructure
compactiﬁcations ,JHEP08(2007) 082, [ arXiv:0706.1244 ].
[6] B. E. W. Nilsson and C. N. Pope, Hopf ﬁbration of eleven-dimensional supergravity ,Class.
Quant. Grav. 1(1984) 499.
[7] D. P. Sorokin, V. I. Tkach, and D. V. Volkov, Kaluza-Klein theories and spontaneous
compactiﬁcation mechanism of extra space dimensions , inProceedings of the Third Seminar
on Quantum Gravity, Moscow , pp. 376–392, 1984.
[8] D. P. Sorokin, V. I. Tkach, and D. V. Volkov, On the relationship between compactiﬁed vacua
ofd= 11andd= 10supergravities ,Phys. Lett. B161(1985) 301–306.
[9] K. Behrndt and M. Cveti˘ c, GeneralN= 1 supersymmetric ﬂux vacua of (massive) type IIA
string theory ,Phys. Rev. Lett. 95(2005) 021601, [ hep-th/0403049 ].
[10] K. Behrndt and M. Cveti˘ c, GeneralN= 1supersymmetric ﬂuxes in massive type IIA string
theory,Nucl. Phys. B708(2005) 45–71, [ hep-th/0407263 ].
[11] T. House and E. Palti, Eﬀective action of (massive) IIA on manifolds with SU(3) str ucture,
Phys. Rev. D72(2005) 026004, [ hep-th/0505177 ].
[12] A. Tomasiello, New string vacua from twistor spaces ,Phys. Rev. D78(2008) 046007,
[arXiv:0712.1396 ].
[13] P. Koerber, D. L¨ ust, and D. Tsimpis, Type IIA AdS 4compactiﬁcations on cosets,
interpolations and domain walls ,JHEP07(2008) 017, [ arXiv:0804.0614 ].
[14] C. Caviezel, P. Koerber, S. K¨ ors, D. Tsimpis, D. L¨ ust, and M. Zagermann, The eﬀective
theory of type IIA AdS 4compactiﬁcations on nilmanifolds and cosets ,Class. Quant. Grav. 26
(2009) 025014, [ arXiv:0806.3458 ].
[15] O. DeWolfe, A. Giryavets, S. Kachru, and W. Taylor, Type IIA moduli stabilization ,JHEP
07(2005) 066, [ hep-th/0505160 ].
[16] B. S. Acharya, F. Benini, and R. Valandro, Fixing moduli in exact type IIA ﬂux vacua ,JHEP
02(2007) 018, [ hep-th/0607223 ].
[17] D. L¨ ust, Compactiﬁcation of ten-dimensional superstring theories over Ricci-ﬂat coset spaces ,
Nucl. Phys. B276(1986) 220.
[18] J.-B. Butruille, Homogeneous nearly-K¨ ahler manifolds ,math/0612655 .
[19] M. Gualtieri, Generalized complex geometry ,math/0401221 .
– 18 –[20] D. Gaiotto and A. Tomasiello, The gauge dual of Romans mass ,JHEP01(2010) 015,
[arXiv:0901.0969 ].
[21] D. Gaiotto and A. Tomasiello, Perturbing gauge/gravity duals by a Romans mass ,J. Phys.
A42(2009) 465205, [ arXiv:0904.3959 ].
[22] M. Petrini and A. Zaﬀaroni, N= 2solutions of massive type IIA and their Chern-Simons
duals,JHEP09(2009) 107, [ arXiv:0904.4915 ].
[23] D. L¨ ust and D. Tsimpis, New supersymmetric AdS 4type II vacua ,JHEP09(2009) 098,
[arXiv:0906.2561 ].
[24] P. Koerber, Coisotropic D-branes on AdS 4×CP3and massive deformations ,JHEP09(2009)
008, [arXiv:0904.0012 ].
[25] G. Dall’Agata, On supersymmetric solutions of type IIB supergravity with g eneral ﬂuxes ,
Nucl. Phys. B695(2004) 243–266, [ hep-th/0403220 ].
[26] J. Bovy, D. L¨ ust, and D. Tsimpis, N= 1,2supersymmetric vacua of IIA supergravity and
SU(2)-structures ,JHEP08(2005) 056, [ hep-th/0506160 ].
[27] M. Gra˜ na, R. Minasian, M. Petrini, and A. Tomasiello, A scan for new N= 1vacua on
twisted tori ,JHEP05(2007) 031, [ hep-th/0609124 ].
[28] C. Caviezel, T. Wrase, and M. Zagermann, Moduli stabilization and cosmology of type IIB on
SU(2)- structure orientifolds ,JHEP04(2010) 011, [ arXiv:0912.3287 ].
[29] D. L¨ ust, F. Marchesano, L. Martucci, and D. Tsimpis, Generalized non-supersymmetric ﬂux
vacua,JHEP11(2008) 021, [ arXiv:0807.4540 ].
[30] D. Cassani, S. Ferrara, A. Marrani, J. F. Morales, and H. Samt leben,A special road to AdS
vacua,JHEP02(2010) 027, [ arXiv:0911.2708 ].
[31] F. Englert, Spontaneous compactiﬁcation of eleven-dimensional super gravity,Phys. Lett.
B119(1982) 339.
[32] M. J. Duﬀ, Supergravity, the seven-sphere and spontaneous symmetry b reaking,Nucl. Phys.
B219(1983) 389.
[33] M. A. Awada, M. J. Duﬀ, and C. N. Pope, N= 8supergravity breaks down to N= 1,Phys.
Rev. Lett. 50(1983) 294.
[34] M. J. Duﬀ, B. E. W. Nilsson, and C. N. Pope, Kaluza-Klein supergravity ,Phys. Rept. 130
(1986) 1–142.
[35] L. J. Romans, MassiveN= 2asupergravity in ten dimensions ,Phys. Lett. B169(1986) 374.
[36] D. Cassani and A.-K. Kashani-Poor, Exploiting N=2 in consistent coset reductions of type
IIA,Nucl. Phys. B817(2009) 25–57, [ arXiv:0901.4251 ].
[37] D. L¨ ust and D. Tsimpis, Classes of AdS 4type IIA/IIB compactiﬁcations with SU(3) ×SU(3)
structure ,JHEP04(2009) 111, [ arXiv:0901.4474 ].
[38] D. N. Page and C. N. Pope, Instabilities in Englert-type supergravity solutions ,Phys. Lett.
B145(1984) 333.
[39] P. Breitenlohner and D. Z. Freedman, Positive energy in anti-de Sitter backgrounds and
gauged extended supergravity ,Phys. Lett. B115(1982) 197.
– 19 –[40] P. Breitenlohner and D. Z. Freedman, Stability in gauged extended supergravity ,Ann. Phys.
144(1982) 249.
[41] J. M. Maldacena and C. N´ u˜ nez, Supergravity description of ﬁeld theories on curved manifo lds
and a no go theorem ,Int. J. Mod. Phys. A16(2001) 822–855, [ hep-th/0007018 ].
[42] M. P. Hertzberg, S. Kachru, W. Taylor, and M. Tegmark, Inﬂationary constraints on type
IIA string theory ,JHEP12(2007) 095, [ arXiv:0711.2512 ].
[43] M. Gomez-Reino, J. Louis, and C. A. Scrucca, No metastable de Sitter vacua in N= 2
supergravity with only hypermultiplets ,JHEP02(2009) 003, [ arXiv:0812.0884 ].
[44] R. Flauger, S. Paban, D. Robbins, and T. Wrase, Searching for slow-roll moduli inﬂation in
massive type IIA supergravity with metric ﬂuxes ,Phys. Rev. D79(2009) 086011,
[arXiv:0812.3886 ].
[45] C. Caviezel, P. Koerber, S. K¨ ors, D. L¨ ust, T. Wrase, and M. Zagermann, On the cosmology of
type IIA compactiﬁcations on SU(3)-structure manifolds ,JHEP04(2009) 010,
[arXiv:0812.3551 ].
[46] E. Silverstein, Simple de Sitter solutions ,Phys. Rev. D77(2008) 106006, [ arXiv:0712.1196 ].
[47] S. S. Haque, G. Shiu, B. Underwood, and T. Van Riet, Minimal simple de Sitter solutions ,
Phys. Rev. D79(2009) 086005, [ arXiv:0810.5328 ].
[48] U. H. Danielsson, S. S. Haque, G. Shiu, and T. Van Riet, Towards classical de Sitter
solutions in string theory ,JHEP09(2009) 114, [ arXiv:0907.2041 ].
[49] B. de Carlos, A. Guarino, and J. M. Moreno, Complete classiﬁcation of Minkowski vacua in
generalised ﬂux models ,JHEP02(2010) 076, [ arXiv:0911.2876 ].
[50] S. K¨ ors, Type IIA ﬂux compactiﬁcations: vacua, eﬀective theories an d cosmological

[1] O. Aharony, O. Bergman, D. L. Jaﬀeris, and J. Maldacena, N= 6superconformal

Chern-Simons-matter theories, M2-branes and their gravit y duals,JHEP10(2008) 091,

[arXiv:0806.1218 ].

[2] J. P. Gauntlett and S. Pakis, The geometry of D= 11Killing spinors ,JHEP04(2003) 039,

[hep-th/0212008 ].

[3] D. L¨ ust and D. Tsimpis, Supersymmetric AdS 4compactiﬁcations of IIA supergravity ,JHEP

02(2005) 027, [ hep-th/0412250 ].

[4] J. P. Gauntlett, D. Martelli, J. Sparks, and D. Waldram, Supersymmetric AdS 5solutions of

type IIB supergravity ,Class. Quant. Grav. 23(2006) 4693–4718, [ hep-th/0510125 ].

[5] P. Koerber and D. Tsimpis, Supersymmetric sources, integrability and generalized-s tructure

compactiﬁcations ,JHEP08(2007) 082, [ arXiv:0706.1244 ].

[6] B. E. W. Nilsson and C. N. Pope, Hopf ﬁbration of eleven-dimensional supergravity ,Class.

Quant. Grav. 1(1984) 499.

[7] D. P. Sorokin, V. I. Tkach, and D. V. Volkov, Kaluza-Klein theories and spontaneous

compactiﬁcation mechanism of extra space dimensions , inProceedings of the Third Seminar

on Quantum Gravity, Moscow , pp. 376–392, 1984.

[8] D. P. Sorokin, V. I. Tkach, and D. V. Volkov, On the relationship between compactiﬁed vacua

ofd= 11andd= 10supergravities ,Phys. Lett. B161(1985) 301–306.

[9] K. Behrndt and M. Cveti˘ c, GeneralN= 1 supersymmetric ﬂux vacua of (massive) type IIA

string theory ,Phys. Rev. Lett. 95(2005) 021601, [ hep-th/0403049 ].

[10] K. Behrndt and M. Cveti˘ c, GeneralN= 1supersymmetric ﬂuxes in massive type IIA string

theory,Nucl. Phys. B708(2005) 45–71, [ hep-th/0407263 ].

[11] T. House and E. Palti, Eﬀective action of (massive) IIA on manifolds with SU(3) str ucture,

Phys. Rev. D72(2005) 026004, [ hep-th/0505177 ].

[12] A. Tomasiello, New string vacua from twistor spaces ,Phys. Rev. D78(2008) 046007,

[arXiv:0712.1396 ].

[13] P. Koerber, D. L¨ ust, and D. Tsimpis, Type IIA AdS 4compactiﬁcations on cosets,

interpolations and domain walls ,JHEP07(2008) 017, [ arXiv:0804.0614 ].

[14] C. Caviezel, P. Koerber, S. K¨ ors, D. Tsimpis, D. L¨ ust, and M. Zagermann, The eﬀective

theory of type IIA AdS 4compactiﬁcations on nilmanifolds and cosets ,Class. Quant. Grav. 26

(2009) 025014, [ arXiv:0806.3458 ].

[15] O. DeWolfe, A. Giryavets, S. Kachru, and W. Taylor, Type IIA moduli stabilization ,JHEP

07(2005) 066, [ hep-th/0505160 ].

[16] B. S. Acharya, F. Benini, and R. Valandro, Fixing moduli in exact type IIA ﬂux vacua ,JHEP

02(2007) 018, [ hep-th/0607223 ].

[17] D. L¨ ust, Compactiﬁcation of ten-dimensional superstring theories over Ricci-ﬂat coset spaces ,

Nucl. Phys. B276(1986) 220.

[18] J.-B. Butruille, Homogeneous nearly-K¨ ahler manifolds ,math/0612655 .

[19] M. Gualtieri, Generalized complex geometry ,math/0401221 .

– 18 –[20] D. Gaiotto and A. Tomasiello, The gauge dual of Romans mass ,JHEP01(2010) 015,

[arXiv:0901.0969 ].

[21] D. Gaiotto and A. Tomasiello, Perturbing gauge/gravity duals by a Romans mass ,J. Phys.

A42(2009) 465205, [ arXiv:0904.3959 ].

[22] M. Petrini and A. Zaﬀaroni, N= 2solutions of massive type IIA and their Chern-Simons

duals,JHEP09(2009) 107, [ arXiv:0904.4915 ].

[23] D. L¨ ust and D. Tsimpis, New supersymmetric AdS 4type II vacua ,JHEP09(2009) 098,

[arXiv:0906.2561 ].

[24] P. Koerber, Coisotropic D-branes on AdS 4×CP3and massive deformations ,JHEP09(2009)

008, [arXiv:0904.0012 ].

[25] G. Dall’Agata, On supersymmetric solutions of type IIB supergravity with g eneral ﬂuxes ,

Nucl. Phys. B695(2004) 243–266, [ hep-th/0403220 ].

[26] J. Bovy, D. L¨ ust, and D. Tsimpis, N= 1,2supersymmetric vacua of IIA supergravity and

SU(2)-structures ,JHEP08(2005) 056, [ hep-th/0506160 ].

[27] M. Gra˜ na, R. Minasian, M. Petrini, and A. Tomasiello, A scan for new N= 1vacua on

twisted tori ,JHEP05(2007) 031, [ hep-th/0609124 ].

[28] C. Caviezel, T. Wrase, and M. Zagermann, Moduli stabilization and cosmology of type IIB on

SU(2)- structure orientifolds ,JHEP04(2010) 011, [ arXiv:0912.3287 ].

[29] D. L¨ ust, F. Marchesano, L. Martucci, and D. Tsimpis, Generalized non-supersymmetric ﬂux

vacua,JHEP11(2008) 021, [ arXiv:0807.4540 ].

[30] D. Cassani, S. Ferrara, A. Marrani, J. F. Morales, and H. Samt leben,A special road to AdS

vacua,JHEP02(2010) 027, [ arXiv:0911.2708 ].

[31] F. Englert, Spontaneous compactiﬁcation of eleven-dimensional super gravity,Phys. Lett.

B119(1982) 339.

[32] M. J. Duﬀ, Supergravity, the seven-sphere and spontaneous symmetry b reaking,Nucl. Phys.

B219(1983) 389.

[33] M. A. Awada, M. J. Duﬀ, and C. N. Pope, N= 8supergravity breaks down to N= 1,Phys.

Rev. Lett. 50(1983) 294.

[34] M. J. Duﬀ, B. E. W. Nilsson, and C. N. Pope, Kaluza-Klein supergravity ,Phys. Rept. 130

(1986) 1–142.

[35] L. J. Romans, MassiveN= 2asupergravity in ten dimensions ,Phys. Lett. B169(1986) 374.

[36] D. Cassani and A.-K. Kashani-Poor, Exploiting N=2 in consistent coset reductions of type

IIA,Nucl. Phys. B817(2009) 25–57, [ arXiv:0901.4251 ].

[37] D. L¨ ust and D. Tsimpis, Classes of AdS 4type IIA/IIB compactiﬁcations with SU(3) ×SU(3)

structure ,JHEP04(2009) 111, [ arXiv:0901.4474 ].

[38] D. N. Page and C. N. Pope, Instabilities in Englert-type supergravity solutions ,Phys. Lett.

B145(1984) 333.

[39] P. Breitenlohner and D. Z. Freedman, Positive energy in anti-de Sitter backgrounds and

gauged extended supergravity ,Phys. Lett. B115(1982) 197.

– 19 –[40] P. Breitenlohner and D. Z. Freedman, Stability in gauged extended supergravity ,Ann. Phys.

144(1982) 249.

[41] J. M. Maldacena and C. N´ u˜ nez, Supergravity description of ﬁeld theories on curved manifo lds

and a no go theorem ,Int. J. Mod. Phys. A16(2001) 822–855, [ hep-th/0007018 ].

[42] M. P. Hertzberg, S. Kachru, W. Taylor, and M. Tegmark, Inﬂationary constraints on type

IIA string theory ,JHEP12(2007) 095, [ arXiv:0711.2512 ].

[43] M. Gomez-Reino, J. Louis, and C. A. Scrucca, No metastable de Sitter vacua in N= 2

supergravity with only hypermultiplets ,JHEP02(2009) 003, [ arXiv:0812.0884 ].

[44] R. Flauger, S. Paban, D. Robbins, and T. Wrase, Searching for slow-roll moduli inﬂation in

massive type IIA supergravity with metric ﬂuxes ,Phys. Rev. D79(2009) 086011,

[arXiv:0812.3886 ].

[45] C. Caviezel, P. Koerber, S. K¨ ors, D. L¨ ust, T. Wrase, and M. Zagermann, On the cosmology of

type IIA compactiﬁcations on SU(3)-structure manifolds ,JHEP04(2009) 010,

[arXiv:0812.3551 ].

[46] E. Silverstein, Simple de Sitter solutions ,Phys. Rev. D77(2008) 106006, [ arXiv:0712.1196 ].

[47] S. S. Haque, G. Shiu, B. Underwood, and T. Van Riet, Minimal simple de Sitter solutions ,

Phys. Rev. D79(2009) 086005, [ arXiv:0810.5328 ].

[48] U. H. Danielsson, S. S. Haque, G. Shiu, and T. Van Riet, Towards classical de Sitter

solutions in string theory ,JHEP09(2009) 114, [ arXiv:0907.2041 ].

[49] B. de Carlos, A. Guarino, and J. M. Moreno, Complete classiﬁcation of Minkowski vacua in

generalised ﬂux models ,JHEP02(2010) 076, [ arXiv:0911.2876 ].

[50] S. K¨ ors, Type IIA ﬂux compactiﬁcations: vacua, eﬀective theories an d cosmological