Bipartite graphs, especially drawn on Riemann surfaces, have of late assumed an active rôle in theoretical physics, ranging from MHV scattering amplitudes to brane tilings, from dimer models and topological strings to toric AdS/CFT, from matrix models to dessins d’enfants in gauge theory. Here, we take a brief and casual promenade in the realm of brane tilings, quiver SUSY gauge theories and dessins, serving as a rapid introduction to the reader
We initiate a systematic investigation of the space of 2+1 dimensional quiver gauge theories, emphas...
The field content and interactions of almost all known gauge theories in AdS5/CFT4 can be expressed ...
PhDThis thesis exhibits a range of applications of combinatoric methods to string theory. The conce...
We study and classify regular and semi-regular tessellations of Riemann surfaces of various genera a...
We introduce and initiate the investigation of a general class of 4d, N = 1 quiver gauge theories wh...
Dessin d ’ enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, ...
Dessin d’enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, an...
This work presents recent developments on brane tilings and their vacuum moduli spaces. Brane tili...
We study and classify regular and semi-regular tessellations of Riemann surfaces of various genera a...
We develop tools for determining the gauge theory resulting from a configuration of Type IIB D3-brane...
In this writing we shall address certain beautiful inter-relations between the construction of 4-dim...
A new way of computing scattering amplitudes in a certain very important QFT (N = 4 SYM) has recentl...
Dessin d’enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, an...
journal_title: Journal of Physics A: Mathematical and Theoretical article_type: paper article_title:...
Along the recently trodden path of studying certain number theoretic properties of gauge theories, e...
We initiate a systematic investigation of the space of 2+1 dimensional quiver gauge theories, emphas...
The field content and interactions of almost all known gauge theories in AdS5/CFT4 can be expressed ...
PhDThis thesis exhibits a range of applications of combinatoric methods to string theory. The conce...
We study and classify regular and semi-regular tessellations of Riemann surfaces of various genera a...
We introduce and initiate the investigation of a general class of 4d, N = 1 quiver gauge theories wh...
Dessin d ’ enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, ...
Dessin d’enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, an...
This work presents recent developments on brane tilings and their vacuum moduli spaces. Brane tili...
We study and classify regular and semi-regular tessellations of Riemann surfaces of various genera a...
We develop tools for determining the gauge theory resulting from a configuration of Type IIB D3-brane...
In this writing we shall address certain beautiful inter-relations between the construction of 4-dim...
A new way of computing scattering amplitudes in a certain very important QFT (N = 4 SYM) has recentl...
Dessin d’enfants on elliptic curves are a powerful way of encoding doubly-periodic brane tilings, an...
journal_title: Journal of Physics A: Mathematical and Theoretical article_type: paper article_title:...
Along the recently trodden path of studying certain number theoretic properties of gauge theories, e...
We initiate a systematic investigation of the space of 2+1 dimensional quiver gauge theories, emphas...
The field content and interactions of almost all known gauge theories in AdS5/CFT4 can be expressed ...
PhDThis thesis exhibits a range of applications of combinatoric methods to string theory. The conce...