fitforthem
about

scope and guide to the platform

—research groups

research groups network graph visualization

—repositories

catalog of the institutional repositories

—heritage

selection of collections, museum, cultural sites and ancient books

By continuing your visit to this site, you accept the use of essential cookies.

Read more
6533b859fe1ef96bd12b7727

RESEARCH PRODUCT

Steiner configurations ideals: Containment and colouring

Elena GuardoAbu Chackalamannil ThomasLorenzo MilazzoEdoardo BallicoGiuseppe Favacchio

subject

HypergraphSteiner systemsCurrent (mathematics)General MathematicsIdeals of points Monomial ideals Steiner systems Symbolic powers of ideals Waldschmidt constantideals of points0102 computer and information sciencesCommutative Algebra (math.AC)01 natural sciencesCombinatoricsMathematics - Algebraic GeometryMonomial idealsFOS: MathematicsComputer Science (miscellaneous)Mathematics - Combinatorics13F55 13F20 14G50 51E10 94B270101 mathematicsAlgebraic Geometry (math.AG)Engineering (miscellaneous)MathematicsSymbolic powers of idealsmonomial idealsContainment (computer programming)ConjectureIdeal (set theory)Mathematics::Commutative Algebralcsh:Mathematics010102 general mathematicslcsh:QA1-939Mathematics - Commutative AlgebraIdeals of pointsWaldschmidt constantComplement (complexity)Settore MAT/02 - AlgebraSteiner systemCover (topology)010201 computation theory & mathematicssymbolic powers of idealsIdeals of points; Monomial ideals; Steiner systems; Symbolic powers of ideals; Waldschmidt constantCombinatorics (math.CO)Settore MAT/03 - Geometriamonomial ideals ideals of points symbolic powers of ideals Waldschmidt constant Steiner systems

description

Given a homogeneous ideal I&sube

yearjournalcountryeditionlanguage
2021-01-21
10.3390/math9030210http://hdl.handle.net/20.500.11769/505976
EU flag

FORTHEM European University Alliance is co-funded by the European Union. FIT FORTHEM has received funding from the European Union's Horizon 2020 Research and Innovation Programme under grant agreement No. 101017248. The content of this website represents the views of the author only and is his/her sole responsibility; it cannot be considered to reflect the views of the European Commission.

University of Jyväskylä logoUniversity of Jyväskylä's websiteUniversity of Burgundy logoUniversity of Burgundy's websiteUniversity of Mainz logoUniversity of Mainz's websiteUniversity of Palermo logoUniversity of Palermo's websiteUniversity of Latvia logoUniversity of Latvia's website
University of Agder logoUniversity of Agder's websiteUniversity of Opole logoUniversity of Opole's websiteUniversity of Sibiu logoUniversity of Sibiu's websiteUniversity of València logoUniversity of València's website
FORTHEM logoFORTHEM alliance's website