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Kernels in tropical geometry and a Jordan-Hölder theorem
Tal Perri, Louis H. Rowen
Department of Mathematics
Research output
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Contribution to journal
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Article
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peer-review
3
Scopus citations
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Dive into the research topics of 'Kernels in tropical geometry and a Jordan-Hölder theorem'. Together they form a unique fingerprint.
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Keyphrases
Additive Structure
25%
Affine
25%
Affine Variety
25%
Composition Series
25%
Convex Groups
25%
Convexity
25%
David Hilbert
25%
Dimension Theory
25%
First Author
25%
Foundations of Algebraic Geometry
25%
Ghosts
25%
Homomorphism
25%
Idempotent Semifield
25%
Jordan
100%
Lattice-ordered Group
50%
Main Application
25%
Max-plus Algebra
50%
Multiplicative Structure
25%
Nullstellensatz
25%
Polynomial Roots
25%
Polynomial Semiring
25%
Rational Functions
50%
Semifield
100%
Supertropical Algebra
25%
Tropical Geometry
100%
Tropical Hypersurfaces
25%
Tropical Variety
25%
Vector Set
25%
Zero Set
25%
Mathematics
Algebraic Geometry
33%
Dimension Theory
33%
Homomorphism
33%
Hypersurfaces
33%
Idempotent
33%
Lattice-Ordered Group
66%
Multiplicative Structure
33%
Nullstellensatz
33%
Polynomial
66%
Rational Function
66%
Tropical Geometry
100%
Zero Set
33%