The special case of Dp-D(p+2)-brane bound state for D2-D4-brane bound states.
brane intersections/bound states/wrapped branes/polarized branes
D-branes and anti D-branes form bound states by tachyon condensation, thought to imply the classification of D-brane charge by K-theory
intersecting D-branes/fuzzy funnels:
Dp-D(p+6) brane bound state
For more see the references at Dp-D(p+2)-brane bound state:
Discussion of D2-branes polarizing to D2-D4 brane bound states:
Iosif Bena, Aleksey Nudelman, Warping and vacua of , Phys. Rev. D62 (2000) 086008 (arXiv:hep-th/0005163)
Iosif Bena, Aleksey Nudelman, Exotic polarizations of D2 branes and oblique vacua of , Phys. Rev. D62 (2000) 126007 (arXiv:hep-th/0006102)
With emphasis on the s-rule:
For transversal D2-D4-brane bound states (with an eye towards AdS/QCD):
On blackD6-D8-brane bound states in massive type IIA string theory, with defect D2-D4-brane bound states inside them realizing AdS3-CFT2 as defect field theory “inside” AdS7-CFT6:
Giuseppe Dibitetto, Nicolò Petri, 6d surface defects from massive type IIA, JHEP 01 (2018) 039 (arxiv:1707.06154)
Nicolò Petri, section 6.5 of: Supersymmetric objects in gauged supergravities (arxiv:1802.04733)
Nicolò Petri, Surface defects in massive IIA, talk at Recent Trends in String Theory and Related Topics 2018 (pdf)
Giuseppe Dibitetto, Nicolò Petri, vacua and surface defects in massive IIA (arxiv:1904.02455)
Yolanda Lozano, Niall Macpherson, Carlos Nunez, Anayeli Ramirez, BPS (arxiv:1909.09636)
Yolanda Lozano, Niall Macpherson, Carlos Nunez, Anayeli Ramirez, Two dimensional quivers dual to solutions in massive IIA (arxiv:1909.10510)
Yolanda Lozano, Niall Macpherson, Carlos Nunez, Anayeli Ramirez, solutions in massive IIA, defect CFTs and T-duality (arxiv:1909.11669)
Kostas Filippas, Non-integrability on supergravity (arxiv:1910.12981)
See also
The lift of Dp-D(p+2)-brane bound states in string theory to M2-M5-brane bound states/E-strings in M-theory, under duality between M-theory and type IIA string theory+T-duality, via generalization of Nahm's equation (this eventually motivated the BLG-model/ABJM model):
Anirban Basu, Jeffrey Harvey, The M2-M5 Brane System and a Generalized Nahm’s Equation, Nucl.Phys. B713 (2005) 136-150 (arXiv:hep-th/0412310)
Jonathan Bagger, Neil Lambert, Sunil Mukhi, Constantinos Papageorgakis, Section 2.2.1 of Multiple Membranes in M-theory, Physics Reports, Volume 527, Issue 1, 1 June 2013, Pages 1-100 (arXiv:1203.3546, doi:10.1016/j.physrep.2013.01.006)
Last revised on December 9, 2020 at 19:57:43. See the history of this page for a list of all contributions to it.