Results 21 to 30 of about 265 (145)
Spherical membranes in m(atrix) theory [PDF]
21 pages LaTeX.
Daniel Kabat, Washington Taylor
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Five-branes in M(atrix) theory [PDF]
harvmac, 10 ...
Micha Berkooz, Michael R. Douglas
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Are M-atrix theory and Maldacena's conjecture related? [PDF]
10 pages, LATEX; v2: references added; v3: An expanded discussion of the flat space interpretation and some other clarifying remarks added.
Iouri Chepelev
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M(atrix) theory : a pedagogical introduction [PDF]
20 pages in double-column format, Latex, uses espcrc2.tex, 2 ...
Adel Bilal
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Gauge Field on Brane in M-atrix Theory [PDF]
In this ultra short note, gauge field propagation in D-brane configuration of M theory in the BFSS matrix formulation is considered. Noncommutativity of the space plays a key role for appearance of gauge fields as physical degrees of freedom.
Takeshi Inagaki
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M(atrix)-theory in various dimensions [PDF]
We demonstrate the precise numerical correspondence between long range scattering of supergravitons and membranes in supergravity in the infinite momentum frame and in M(atrix)-Theory, both in 11 dimensions and for toroidal compactifications. We also identify wrapped membranes in terms of topological invariants of the vector bundles associated to the ...
David Berenstein, Richard Corrado
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Instantons of M(atrix) theory in PP-wave background [PDF]
25 pages, LaTeX, references added, section 5 ...
Jung-Tay Yee, Piljin Yi
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Issues in M(atrix) theory compactification [PDF]
title modified, references corrected, 11 pages ...
Douglas, Michael R. +2 more
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On the quantum mechanics of M (atrix) theory [PDF]
We present a study of M(atrix) theory from a purely canonical viewpoint. In particular, we identify free particle asymptotic states of the model corresponding to the supergraviton multiplet of eleven dimensional supergravity. These states have a natural interpretation as excitations in the flat directions of the matrix model potential.
Jan Plefka, Andrew Waldron
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On the string interpretation of M(atrix) theory [PDF]
It has been proposed recently that, in the framework of M(atrix) theory, N=8 supersymmetric U(N) Yang-Mills theory in 1+1 dimensions gives rise to type IIA long string configurations. We point out that the quantum moduli space of $SYM_{1+1}$ gives rise to two quantum numbers, which fit very well into the M(atrix) theory.
L. Bonora, ChongāSun Chu
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