TL;DR
This paper explores new BPS solutions in ABJM theory, revealing potential M2-KK6 systems and new vacua, thus advancing understanding of M-brane configurations and their properties.
Contribution
It introduces a novel class of BPS solutions in ABJM theory that may describe M2-KK6 systems and irreducible vacua, expanding the known solution space.
Findings
Discovery of new BPS solutions suggestive of M2-KK6 systems
Identification of potentially irreducible vacua in mass-deformed ABJM
Proposed interpretation of solutions as M2-2M5 configurations
Abstract
We study the BPS equations in ABJM theory furthermore. Besides the known funnel solutions which are proposed to describe M2-M5 systems we find a new kind solution. We analyze the properties therein and see that it can describe M2-KK6 (2D membranes with 6D Kaluza-Klein monopole) systems. Our solutions also reveal new vacua in the mass deformed ABJM theory. Contrast to the previous investigation in which the vacua are reducible, ours may be irreducible. We also discuss a possible interpretation of the new BPS solutions as a M2-2M5 system.
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