discrete-mathematics Share Cite Follow Follow this question to receive notifications asked Mar 25, 2019 at 17:52 EventhorizonEventhorizon 3533 bronze badges Add a comment | 1 Answer Sorted by: Reset to default This answer is useful 1 Save this answer. Show activity on this pos...
24.08.2004 S. S. Marchenkov, "Equational closure", , :2 (2005)doi:10.1163/156939205774464495S. S. MarchenkovDiscrete Mathematics & Applications
Discrete Mathematics Combinatorics DiscreteTransforms Graph Theory MultiSeries Ordinals Summation and Difference Equations QDifferenceEquations Overview Example Worksheet AccurateQSummation AreSameSolution Closure Desingularize ExtendSeries IsQHypergeometricTerm IsSolution LocalClosure PolynomialSolution QBinomial QBrackets...
Home : Support : Online Help : Mathematics : Discrete Mathematics : Summation and Difference Equations : QDifferenceEquations : Closure QDifferenceEquations Closure closure of a q-shift operator with polynomial coefficients Calling Sequence Parameters Returns Description Options Examples Compatib...
In this case, we will prove the convex hull property and some "exclosure theorems" for H-minimal hypersurfaces of class C satisfying a Hörmander-type condition. Keywords: Carnot groups; Sub-Riemannian geometry; H-minimal hypersurfaces; convex hull property; ex- closure theorems MSC: 49Q15, ...
The unitary closure property of the prime varieties of associative algebras 来自 国家科技图书文献中心 喜欢 0 阅读量: 17 作者: L.M. Samoĭlov 摘要: We prove that every prime variety of associative algebras over an infinite field of characteristic p>0 is generated by either a unital ...
Recall that a full subcategory C of R-Mod is thick [31] if C is closed under direct summands and has the two out of three property: for every exact sequence of R-modules 0→A→B→C→0 with two terms in C, then the third one is also in C. Following [10], a complete heredita...
2000. Let be a finite family of sets. We establish an improved inclusion-exclusion identity for each closure operator on the power set of having the unique base property. The result generalizes three improvements of the inclusion-exclusion principle as well as Whitney’s broken circuit theorem ...
5. Why is the property "Finite Extension Simple iff Purely Inseparable Closure Simple" important? This property is important because it helps us better understand the structure of field extensions and how they relate to each other. It also has practical applications in areas such as algebraic ge...
of the closed sets of a closure operator which satisfies the finite Minkowski–Krein–Milman property. If is the Boolean algebra 2N then we obtain a -perso... JM Bilbao,E Lebron,N Jimenez - 《European Journal of Operational Research》 被引量: 79发表: 1999年 Global Games Global games are ...