Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135633/1/jlms0633.pd
We consider the dimer model on a bipartite graph embedded into a locally flat Riemann surface with c...
We associate a dimer algebra A to a Postnikov diagram D (in a disk) corresponding to a cluster of mi...
The main result of this article is a Pfaffian formula for the partition function of the dimer model ...
We formulate a higher-rank version of the boundary measurement map for weighted planar bipartite net...
The amalgamation of cluster varieties introduced by Fock and Goncharov in [21] plays a relevant role...
Amalgamation in the totally non-negative part of positroid varieties is equivalent to gluing copies ...
We introduce a family of spaces called critical varieties. Each critical variety is a subset of one ...
We establish a correspondence between the dimer model on a bipartite graph and a circle pattern with...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2011.Cataloged from PD...
In this thesis we study the combinatorial objects that appear in the study of non-negative part of t...
International audienceThere are two reasonable ways to put a cluster structure on a positroid variet...
We discuss a concept of `perfect t-embeddingsâ , or `p-embeddings', of weighted bipartite planar gr...
We discuss a concept of `perfect t-embeddingsâ , or `p-embeddings', of weighted bipartite planar gr...
This dissertation explores questions about posets and polytopes through the lenses of positroids and...
This thesis is dedicated to the study of the conformal invariance and the universality of the dimer ...
We consider the dimer model on a bipartite graph embedded into a locally flat Riemann surface with c...
We associate a dimer algebra A to a Postnikov diagram D (in a disk) corresponding to a cluster of mi...
The main result of this article is a Pfaffian formula for the partition function of the dimer model ...
We formulate a higher-rank version of the boundary measurement map for weighted planar bipartite net...
The amalgamation of cluster varieties introduced by Fock and Goncharov in [21] plays a relevant role...
Amalgamation in the totally non-negative part of positroid varieties is equivalent to gluing copies ...
We introduce a family of spaces called critical varieties. Each critical variety is a subset of one ...
We establish a correspondence between the dimer model on a bipartite graph and a circle pattern with...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2011.Cataloged from PD...
In this thesis we study the combinatorial objects that appear in the study of non-negative part of t...
International audienceThere are two reasonable ways to put a cluster structure on a positroid variet...
We discuss a concept of `perfect t-embeddingsâ , or `p-embeddings', of weighted bipartite planar gr...
We discuss a concept of `perfect t-embeddingsâ , or `p-embeddings', of weighted bipartite planar gr...
This dissertation explores questions about posets and polytopes through the lenses of positroids and...
This thesis is dedicated to the study of the conformal invariance and the universality of the dimer ...
We consider the dimer model on a bipartite graph embedded into a locally flat Riemann surface with c...
We associate a dimer algebra A to a Postnikov diagram D (in a disk) corresponding to a cluster of mi...
The main result of this article is a Pfaffian formula for the partition function of the dimer model ...
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