We consider tropical hemispaces, defined as tropically convex sets whose complements are also tropically convex, and tropical semispaces, defined as maximal tropically convex sets not containing a given point. We introduce ...

This work deals with the modeling and optimization for the synchronism of event-oriented systems, through Tropical algebra. The problems are contextualized through the application of synchronism in urban traffic light ...

In these notes we use the recently found relation between facets of tropical Grassmannians and generalizations of Feynman diagrams to compute all “biadjoint amplitudes” for n = 7 and k = 3. We also study scattering equations ...

Tropical geometry is used to develop a new approach to the theory of discriminants and resultants in the sense of Gelfand, Kapranov and Zelevinsky. The tropical A-discriminant is the tropicalization of the dual variety of ...

Este trabajo surge inicialmente por el interés personal de estudiar la Matemática Tropical centrando la atención en la Geometría Tropical y cómo se construyen las curvas y al mismo tiempo como herramienta bibliográfica ...

It is known that any tropical polytope is the image under the valuation map of ordinary polytopes over the Puiseux series field. The latter polytopes are called lifts of the tropical polytope. We prove that any pure tropical ...

We introduce a generalization of tropical polyhedra able to express both strict and non-strict inequalities. Such inequalities are handled by means of a semiring of germs (encoding infinitesimal perturbations). We develop ...

Se evalúan los potenciales y las limitaciones de uso por unidades de paisaje para la actividad agropecuaria y forestal en el municipio Los Palacios, a partir del análisis espacial de datos sobre un SIG. Para ello se generó ...