Results 11 to 20 of about 23,873,882 (161)
Introduction to M(atrix) theory and noncommutative geometry [PDF]
Physics Reports, 2002 Noncommutative geometry is based on an idea that an associative algebra can be regarded as "an algebra of functions on a noncommutative space". The major contribution to noncommutative geometry was made by A. Connes, who, in particular, analyzed Yang-Mills theories on noncommutative spaces, using important notions that were introduced in his papers ...
Albert Schwarz
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Complete solution for M(atrix) theory at two loops [PDF]
Journal of High Energy Physics, 1998 4 pages, TeX, no ...
Becker, Katrin, Becker, Melanie
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Brane creation in M(atrix) theory [PDF]
Physics Letters B, 1998 We discuss, in the context of M(atrix) theory, the creation of a membrane suspendend between two longitudinal five-branes when they cross each other. It is shown that the membrane creation is closely related to the degrees of freedom in the off-diagonal blocks which are related via dualities to the chiral fermionic zero mode on a 0-8 string.
Ho, Pei-Ming, Wu, Yong-Shi
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p-p′ Strings in M(atrix) theory [PDF]
Nuclear Physics B, 1998 minor modification, references added.
Ho, Pei-Ming, Li, Miao, Wu, Yong-Shi
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Compactification of M(atrix) theory on noncommutative toroidal orbifolds [PDF]
Nuclear Physics B, 2000 It was shown by A. Connes, M. Douglas and A. Schwarz that noncommutative tori arise naturally in consideration of toroidal compactifications of M(atrix) theory. A similar analysis of toroidal Z_{2} orbifolds leads to the algebra B_θ that can be defined as a crossed product of noncommutative torus and the group Z_{2}.
Konechny, Anatoly, Schwarz, Albert
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Enhanced gauge symmetry in M(atrix) theory [PDF]
Journal of High Energy Physics, 1997 10 pp ...
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Wilson lines and T-duality in heterotic M(atrix) theory [PDF]
Nuclear Physics B, 1997 We study the M(atrix) theory which describes the $E_8 \times E_8$ heterotic string compactified on $S^1$, or equivalently M-theory compactified on an orbifold $(S^1/\integer_2) \times S^1$, in the presence of a Wilson line. We formulate the corresponding M(atrix) gauge theory, which lives on a dual orbifold $S^1 \times (S^1 / \integer_2)$.
Daniel Kabat, Soo-Jong Rey
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Proposal of a topological M(atrix) theory [PDF]
Physical Review D, 1999 Keeping in mind the several models of M(atrix) theory we attempt to understand the possible structure of the topological M(atrix) theory ``underlying'' these approaches. In particular we are motivated by the issue about the nature of the structure of the vacuum of the topological M(atrix) theory and how this could be related to the vacuum of the ...
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Beyond Eikonal Scattering in M(atrix)-Theory
, 2000 We study the problem of more general kinematics for the finite N M(atrix)-Model than the simple straight line motion that has been used before. This is supposed to be related to momentum transferring processes in the dual super-gravity description. We find a negative result for classical, perturbative processes and discuss briefly the possibility of ...
Helling, Robert
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Issues in M(atrix) theory compactification [PDF]
Physics Letters B, 1997 title modified, references corrected, 11 pages ...
Douglas, Michael R. +2 more
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