On matrix model compactification on non-commutative F0 geometry

Details On matrix model compactification on non-commutative F0 geometry On matrix model compactification on non-commutative F0 geometry

Apr 2000

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2000cqgra..17.1765b&link_type=abstract

Classical and Quantum Gravity, Volume 17, Issue 8, pp. 1765-1781 (2000).

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Using, the harmonic analysis of the 3- and 2-spheres, we study the compactification of the IKKT model on the F 0 Hirzebruch complex surface. Like for tori and orbifolds, we show that here there also exists a possibility of compactifications of matrix models of M-theory on non-commutative F 0 icons/Journals/Common/theta" ALT="theta" ALIGN="TOP"/> geometry. Other features, such as the extension of Connes et al 's projective module solutions to non-commutative F 0 icons/Journals/Common/theta" ALT="theta" ALIGN="TOP"/> are studied.

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