On Tachyon Condensation of Intersecting Noncommutative Branes in M(atrix) Theory

Details On Tachyon Condensation of Intersecting Noncommutative Branes in M(atrix) Theory On Tachyon Condensation of Intersecting Noncommutative Branes in M(atrix) Theory

2003-10-05

arxiv.org/abs/math-ph/0310005v3

Phys.Lett. B578 (2004) 418-424

Physics

Mathematical Physics

Latex, 11 pages, typos corrected

Scientific paper

The interaction between the intersecting noncommutative D-branes (or membranes) is investigated within the M(atrix) theory. We first evaluate the spectrum of the off-diagonal fluctuation and see that there is a tachyon mode, which signals the instability of the intersecting branes. We next explain in detail how the tachyon modes (which are the off-diagonal fluctuations) can be combined with the original branes (which are the diagonal elements) to become a new diagonal matrix, which then represents the new recombined configurations after the tachyon condensation. The tachyon condensation configurations of the noncommutative branes we find are different from those of the commutative cases studied in the previous literatures.

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