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Based on a description of project networks by max-plus algebra and poset, the adjacency of critical paths is presented using tropical geometry.
Unquenched flavor and tropical geometry in strongly coupled Chern-Simons-matter theories
Unquenched flavor tropical geometry strongly coupled Chern-Simons-matter theories
2010/12/24
We study various aspects of the matrix models calculating free energies and Wilson loop observables in supersymmetric Chern-Simons-matter theories on the three-sphere. We first develop techniques to e...
Construction of schemes over $F_1$, and over idempotent rings: towards tropical geometry
$F_1$ over idempotent rings towards tropical geometry
2010/11/26
In this paper, we give some categorical description of the general spectrum functor, defining it as an adjoint of a global section functor.The general spectrum functor includes that of F1 and of semir...