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1)
A Rotating black lens solution in five dimensions.
Yu Chen,
Edward Teo
(Singapore Natl. U.)
. Aug 2008. 25pp. Published in Phys.Rev.D78:064062,2008.
e-Print: arXiv:0808.0587 [gr-qc]
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2)
ACCELERATING BLACK DIHOLES AND STATIC BLACK DI-RINGS.
By Edward Teo
(ICTP, Trieste &
Singapore Natl. U.),.
Nov 2005. 22pp.
Published in Phys.Rev.D73:024016,2006
e-Print Archive: hep-th/0511007
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3)
A NO-GO THEOREM FOR ACCELERATING COSMOLOGIES FROM M-THEORY
COMPACTIFICATIONS.
By Edward Teo
(Singapore Natl. U.),.
Dec 2004. 11pp.
Published in Phys.Lett.B609:181-186,2005
e-Print Archive: hep-th/0412164
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| Cited 3 times
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4)
A NEW FORM OF THE ROTATING C-METRIC.
By Kenneth Hong, Edward
Teo
(Singapore Natl. U.),.
Oct 2004. 13pp.
Published in Class.Quant.Grav.22:109-118,2005
e-Print Archive: gr-qc/0410002
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| Cited 15 times
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5)
BLACK DIHOLES IN FIVE-DIMENSIONS.
By Edward Teo
(Singapore Natl. U.),.
Jul 2003. 21pp.
Published in Phys.Rev.D68:084003,2003
e-Print Archive: hep-th/0307188
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| Cited 9 times
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6)
MULTI - BLACK HOLE SOLUTIONS IN FIVE-DIMENSIONS.
By H.S.
Tan, Edward Teo
(Singapore Natl. U.),.
Jun 2003. 23pp.
Published in Phys.Rev.D68:044021,2003
e-Print Archive: hep-th/0306044
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| Cited 10 times
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7)
A NEW FORM OF THE C METRIC.
By Kenneth Hong, Edward
Teo
(Singapore Natl. U.),.
May 2003. 12pp.
Published in Class.Quant.Grav.20:3269-3277,2003
e-Print Archive: gr-qc/0305089
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| Cited 42 times
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8)
QUANTUM INTEREST IN TWO-DIMENSIONS.
By Edward Teo, K.F.
Wong
(Singapore Natl. U.),.
Jun 2002. 17pp.
Published in Phys.Rev.D66:064007,2002
e-Print Archive: gr-qc/0206066
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9)
MACROSCOPIC AND MICROSCOPIC DESCRIPTION OF BLACK DIHOLES.
By Roberto Emparan
(CERN), Edward
Teo
(Singapore Natl. U.),.
CERN-TH-2001-113, May 2001. 29pp.
Published in Nucl.Phys.B610:190-214,2001
e-Print Archive: hep-th/0104206
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10)
BLACK DIHOLES WITH UNBALANCED MAGNETIC CHARGES.
By Y.C. Liang, Edward
Teo
(Singapore Natl. U.),.
Jan 2001. 15pp.
Published in Phys.Rev.D64:024019,2001
e-Print Archive: hep-th/0101221
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11)
QUANTUM INEQUALITIES AND `QUANTUM INTEREST' AS EIGENVALUE PROBLEMS.
By Christopher J.
Fewster
(York U., England),
Edward
Teo
(Cambridge U., DAMTP &
Singapore Natl. U.),.
DAMTP-1999-109, Aug 1999. 25pp.
Published in Phys.Rev.D61:084012,2000
e-Print Archive: gr-qc/9908073
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| Cited 16 times
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12)
BOUNDS ON NEGATIVE ENERGY DENSITIES IN STATIC SPACE-TIMES.
By Christopher J.
Fewster
(York U., England),
Edward
Teo
(Cambridge U., DAMTP &
Singapore Natl. U.),.
DAMTP-1998-160, Dec 1998. 22pp.
Published in Phys.Rev.D59:104016,1999
e-Print Archive: gr-qc/9812032
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13)
BLACK HOLE ABSORPTION CROSS-SECTIONS AND THE ANTI-DE SITTER CONFORMAL
FIELD THEORY CORRESPONDENCE.
By Edward Teo
(Cambridge U. &
Singapore Natl. U.),.
DAMTP-R-98-21, May 1998. 9pp.
Published in Phys.Lett.B436:269-274,1998
e-Print Archive: hep-th/9805014
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| Cited 30 times
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14)
ROTATING TRAVERSABLE WORMHOLES.
By Edward Teo
(Cambridge U. &
Singapore Natl. U.),.
DAMTP-R-98-17, Mar 1998. 14pp.
Published in Phys.Rev.D58:024014,1998
e-Print Archive: gr-qc/9803098
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15)
STATISTICAL ENTROPY OF CHARGED TWO-DIMENSIONAL BLACK HOLES.
By Edward Teo
(Cambridge U. &
Singapore Natl. U.),.
DAMTP-R-98-13, Mar 1998. 10pp.
Published in Phys.Lett.B430:57-62,1998
e-Print Archive: hep-th/9803064
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16)
MONOPOLES, VORTICES AND KINKS IN THE FRAMEWORK OF NONCOMMUTATIVE
GEOMETRY.
By Edward Teo
(Cambridge U. &
Singapore Natl. U.),
Christopher Ting
(Singapore Natl. U.),.
Jun 1997. 28pp.
Published in Phys.Rev.D56:2291-2302,1997
e-Print Archive: hep-th/9706101
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17)
WHAT HAVE WE LEARNED FROM TWO-DIMENSIONAL MODELS OF QUANTUM BLACK
HOLES?
By E.
Teo
(Cambridge U.),.
1994.
Published in Gen.Rel.Grav.26:13-19,1994
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18)
NONSINGULARITY OF THE EXACT TWO-DIMENSIONAL STRING BLACK HOLE.
By Malcolm J. Perry, Edward
Teo
(Cambridge U.),.
DAMTP-R-93-1, Feb 1993. 9pp.
Published in Phys.Rev.Lett.70:2669-2672,1993
e-Print Archive: hep-th/9302037
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| Cited 32 times
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19)
TOPOLOGICAL CONFORMAL GRAVITY IN FOUR-DIMENSIONS.
By Malcolm J. Perry, Edward
Teo
(Cambridge U.),.
DAMTP-R-92-42, Nov 1992. 35pp.
Published in Nucl.Phys.B401:206-238,1993
e-Print Archive: hep-th/9211063
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20)
BRS AND ANTI-BRS SYMMETRY IN TOPOLOGICAL YANG-MILLS THEORY.
By Malcolm J. Perry, Edward
Teo
(Cambridge U.),.
DAMTP-R-92-33, Sep 1992. 17pp.
Published in Nucl.Phys.B392:369-384,1993
e-Print Archive: hep-th/9209072
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| Cited 10 times
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