Complete nonlinear action for supersymmetric multiple D$0$-brane system

Abstract

We present a complete nonlinear action for the dynamical system of nearly coincident multiple D$0$-branes (mD$0$) which possesses, besides manifest spacetime (target superspace) supersymmetry, also the worldline supersymmetry, a counterpart of the local fermionic $\kappa$-symmetry of single D$0$-brane (Dirichlet superparticle). The action contains an arbitrary non-vanishing function $\mathcal{M}(\mathcal{H})$ of the relative motion Hamiltonian $\mathcal{H}$. The $D=10$ mD$0$ model with particular form of $\mathcal{M}(\mathcal{H})$ can be obtained by dimensional reduction from the action of eleven-dimensional ($D=11$) multiple M-wave (mM$0$) system.

arXiv comment5 pages, revtex4. V2: Appendices added, 11 pages

References in corpus (27)

• Dirichlet-Branes and Ramond-Ramond Charges
• Dielectric-Branes
• Bound States Of Strings And $p$-Branes
• On non-abelian generalisation of Born-Infeld action in string theory
• Super D-branes
• The Dirichlet Super-p-Branes in Ten-Dimensional Type IIA and IIB Supergravity
• D-Brane Actions with Local Kappa Symmetry
• Gauge-Invariant and Gauge-Fixed D-Brane Actions
• The Dirichlet Super-Three-Brane in Ten-Dimensional Type IIB Supergravity
• Superbranes
• Born-Infeld Strings Tunneling to D-branes
• The Superparticle and the Lorentz Group
• A Microscopical Description of Giant Gravitons
• Generalized Action Principle and Superfield Equations of Motion for d=10 D-p-branes
• On the covariance of the Dirac-Born-Infeld-Myers action
• On the Dielectric Effect for Gravitational Waves
• Kappa-symmetric non-abelian Born-Infeld actions in three dimensions
• Coincident (Super)-Dp-Branes of Codimension One
• Superstrings with boundary fermions
• A Microscopical Description of Giant Gravitons II: The AdS_5 x S^5 Background
• Fuzzy 5-spheres and pp-wave Matrix Actions
• Kappa-symmetry for coincident D-branes
• Supersymmetric and Kappa-invariant Coincident D0-Branes
• Action for the eleven dimensional multiple M-wave system
• Covariant action and equations of motion for the eleven dimensional multiple M0-brane system
• Supersymmetric action for multiple D0-brane system
• 3D supersymmetric nonlinear multiple D$0$-brane action and 4D counterpart of multiple M-wave system

Cited by in corpus (1)

• Properties of multiple D0-brane system: 11D origin, equations of motion and their solutions