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Local String Compactifications from Matrix Model by Honda, Masaki is a scholarly article available to read on EtoBox.

What is Local String Compactifications from Matrix Model about?

Matrix models are proposed as nonperturbative formulations of superstring theory. We study a concrete correspondence of the analytical result between the matrix model and the field theory. In this paper, we focus on a fuzzy sphere and a complex projective space. We show a wave functions/states correspondence of the zero modes of the Dirac operators under the 't Hooft-Polyakov monopole background on the continuous/fuzzy sphere. In addition, we propose a Laplacian for a scalar sector of the matrix model and obtain a concrete construction of it.

Author

Honda, Masaki

Published

2020

Language

EN