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Articles: 2'060'055
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11 April 2021
 
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Results 1 to 20 of 29 for query "W. Nahm". (0.03 sec.)

[    1    2    ]   Next
1.
Quasi-rational fusion products
Werner Nahm;
8 Feb 1994   /  Int.J.Mod.Phys. B8 (1994) 3693-3702
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2.
A Note on the Algebraic Evaluation of Correlators in Local Chiral Conformal Field Theory
A. Honecker;
9 Sep 1992
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3.
Vanishing theorems for products of exterior and symmetric powers
F. Laytimi; W. Nahm;
11 Sep 1998
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4.
The Geometry of Calorons
Tom M. W. Nye;
22 Nov 2003
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5.
A new approach to the correlation functions of W-algebras
Z. Bajnok;
24 Jun 1999
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6.
Cyclic Monopoles, Affine Toda and Spectral Curves
H.W. Braden;
5 Feb 2010
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7.
Finite-gap integration of the SU(2) Bogomolny equations
H.W. Braden; V.Z. Enolski;
11 Jun 2008
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8.
Nahm et al. reply
T U Nahm; M Han; S Oh; J Park; J W Allen; S Chung;
31 Jan 1994   /  Phys Rev Lett, 72 (5), 794
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9.
Nahm's equations, configuration spaces and flag manifolds
Michael Atiyah; Roger Bielawski;
10 Oct 2001
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10.
Rationality, quasirationality and finite W-algebras
Matthias R. Gaberdiel; Andrew Neitzke;
28 Sep 2000   /  Commun.Math.Phys. 238 (2003) 305-331
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11.
Two classes of quadratic vector fields for which the Kahan discretization is integrable
Elena Celledoni; Robert I. McLachlan; David I. McLaren; Brynjulf Owren; G.R.W. Quispel;
31 Jan 2017
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12.
Semiample and k-ample vector bundles
F. Laytimi; W. Nahm;
25 Jul 2016
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13.
On the existence of non-abelian monopoles: the algebro-geometric approach
H.W. Braden; V.Z. Enolski;
20 Sep 2010
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14.
Remarks on the complex geometry of the 3-monopole
H.W. Braden; V.Z. Enolski;
20 Jan 2006
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15.
BCL2 protein is topographically restricted in tissues characterized by apoptotic cell death.
Hockenbery, D M; Zutter, M; Hickey, W; Nahm, M; Korsmeyer, S J;
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16.
Monopoles and Projective Representations: Two Areas of Influence of Yang-Mills Theory on Mathematics
Stephen L. Adler;
18 May 2004
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17.
Localisation of Fermions to brane: Codimension $d geq 2$
W. Nahm; D.H. Tchrakian;
24 Oct 2003   /  JHEP 0404 (2004) 075
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18.
A Hiker's Guide to K3 - Aspects of N=(4,4) Superconformal Field Theory with central charge c=6
W. Nahm; K. Wendland;
8 Dec 1999   /  Commun.Math.Phys. 216 (2001) 85-138
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19.
Dilogarithm Identities in Conformal Field Theory
W. Nahm; A. Recknagel; M. Terhoeven;
6 Nov 1992   /  Mod.Phys.Lett. A8 (1993) 1835-1848
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20.
Algebras, traces, and boundary correlators in $mathcal{N}=4$ SYM
Mykola Dedushenko; Davide Gaiotto;
23 Sep 2020
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