Search Results - "Brodsky, Sarah"

Cluster algebras of type D 4 , tropical planes, and the positive tropical Grassmannian by Brodsky, Sarah B, Ceballos, Cesar, Labbé, Jean-Philippe

“…We show that the number of combinatorial types of clusters of type D 4 modulo reflection-rotation is exactly equal to the number of combinatorial types of…”
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The Zonotopal Algebra of the Broken Wheel Graph and its Generalization by Brodsky, Sarah B.

“…The machinery of zonotopal algebra is linked with two particular polytopes: the Stanley-Pitman polytope and the regular simplex $\mathfrak{Sim}_n(t_1,...,t_n)$…”
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Moduli of tropical plane curves by Brodsky, Sarah, Joswig, Michael, Morrison, Ralph, Sturmfels, Bernd

“…We study the moduli space of metric graphs that arise from tropical plane curves. There are far fewer such graphs than tropicalizations of classical plane…”
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Tropical quadrics through three points by Brodsky, Sarah B., Sturmfels, Bernd

“…We tropicalize the rational map that takes triples of points in the projective plane to the plane of quadrics passing through these points. The image of its…”
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Cluster algebras of type D4, tropical planes, and the positive tropical Grassmannian by Brodsky, Sarah B., Ceballos, Cesar, Labbé, Jean-Philippe

“…We show that the number of combinatorial types of clusters of type D 4 modulo reflection-rotation is exactly equal to the number of combinatorial types of…”
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Cluster algebras of type $$D_4$$ D 4 , tropical planes, and the positive tropical Grassmannian by Brodsky, Sarah B., Ceballos, Cesar, Labbé, Jean-Philippe

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Tropical quadrics through three points: 1st Montreal Workshop by BRODSKY, Sarah B, STURMFELS, Bernd

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The Zonotopal Algebra of the Broken Wheel Graph and its Generalization by Brodsky, Sarah B

“…The machinery of zonotopal algebra is linked with two particular polytopes: the Stanley-Pitman polytope and the regular simplex $\mathfrak{Sim}_n(t_1,...,t_n)$…”
Get full text

Towards a uniform subword complex description of acyclic finite type cluster algebras by Brodsky, Sarah, Stump, Christian

“…It has been established in recent years how to approach acyclic cluster algebras of finite type using subword complexes. In this paper, we continue this study…”
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Cluster Algebras of Type $D_4$, Tropical Planes, and the Positive Tropical Grassmannian by Brodsky, Sarah B, Ceballos, Cesar, Labbé, Jean-Philippe

“…We show that the number of combinatorial types of clusters of type $D_4$ modulo reflection-rotation is exactly equal to the number of combinatorial types of…”
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Tropical Quadrics Through Three Points by Brodsky, Sarah, Sturmfels, Bernd

“…We tropicalize the rational map that takes triples of points in the projective plane to the plane of quadrics passing through these points. The image of its…”
Get full text

Moduli of Tropical Plane Curves by Brodsky, Sarah, Joswig, Michael, Morrison, Ralph, Sturmfels, Bernd

“…Res. Math. Sci. 2:4 (2015) We study the moduli space of metric graphs that arise from tropical plane curves. There are far fewer such graphs than…”
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Always GROWING by Brodsky, Sarah

“…Brodsky talks about Stemilt Growers which is focused on succession planning, bringing more family members into the fold and farming delicious fruit…”
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The FABRIC of family business by Brodsky, Sarah

“…Among the greatest strengths of multigenerational family businesses are the knowledge and support offered from each generation to the next. They've been…”
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SUPPLIED FOR SUCCESS by Brodsky, Sarah

“…McCoy's Building Supply, which now operates 85 stores in Texas, New Mexico and Oklahoma, faced an existential threat when big-box retailers entered the market…”
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THESE SHOES WERE MADE FOR WALKIN by Brodsky, Sarah

“…Beck's Shoes is a company with 24 stores that offers a wide selection of footwear. They carry 7S brands and have over 1, 000 styles in stock, catering to…”
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FAMILY BUSINESS CONFIDENTIAL: BEAK AND SKIFF by Brodsky, Sarah

“…Beak and Skiff is a family-owned business that was established in 1911 by Andrew Beak and George Skiff in Syracuse, N.Y. Initially, they focused on growing…”
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Straight allies by Brodsky, Sarah

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AN EXAMINATION OF THE MERITS AND THE INTRINSIC LIMITATIONS OF EXFOLIATIVE CYTOLOGY IN 465 CASES OF LUNG CANCER by OZGELEN, F N, BRODSKY, S L, DEGROAT, A

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