Bounding cohomological Hilbert functions by hyperplane sections - Z...
... Brodmann, M ; Nagel, U (1995). Bounding cohomological Hilbert functions by hyperplane sections ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ...
Lingering random walks in random environment on a strip - Zurich Op...
... by a hyperplane in the space of parameters which shall be explicitly described. And if the support of ... the RE belongs to this hyperplane then the corresponding RW is a martingale and its asymptotic ... RE is not supported by a hyperplane in the space of parameters which shall be explicitly described ... . And if the support of the RE belongs to this hyperplane then the corresponding RW is a martingale and ...
Model-based feature construction for multivariate decoding - Zurich...
... the separating hyperplane. Since the approach is model-based, it provides a principled dimensionality ... from trial-wise estimates of the model parameters; and (iii) reconstructing the separating hyperplane ... parameters; and (iii) reconstructing the separating hyperplane. Since the approach is model-based, it ... ) reconstructing the separating hyperplane. Since the approach is model-based, it provides a principled ...
https://people.math.ethz.ch/~einsiedl/BAWinningHigh_28_0.pdf
... parallelotope P ⊂ V spanned by a Z-basis of V ∩ Λ. A hyperplane V (always of dimension k − 1) is called small if ... small) hyperplane H remains small (with respect to Λ+ c) if there exists some T0 ∈ R such that for all t ... parallelotope P ⊂ V spanned by a Z-basis of V ∩ Λ. A hyperplane V (always of dimension k − 1) is called small if ... small) hyperplane H remains small (with respect to Λ+ c) if there exists some T0 ∈ R such that for all t ...
https://ti.inf.ethz.ch/ew/courses/Geo14/lecture/gca14-6.pdf
... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ...
A priori bounds of Severi type for cohomological Hilbert-functions ...
... , hyperplane section Language: English Date: 1993 Deposited On: 01 Jun 2010 14:08 Last Modified: 23 Jan 2022 14 ...
https://people.inf.ethz.ch/fukudak/lect/omsemi/omseminar2013_ref.pdf
... . Combinatorial generation of small point configurations and hyperplane arrangements. In B. Aronov and J. Pach ... . Combinatorial generation of small point configurations and hyperplane arrangements. In B. Aronov and J. Pach ...
https://ti.inf.ethz.ch/ew/courses/Geo19/lecture/gca19-4.pdf
... separated strictly by a hyperplane, that is, there exists a hyperplane h such that C and D lie in the ... 4.2. Classic Theorems for Convex Sets c0 d0 C Dh c ′ Figure 4.2: The hyperplane h strictly separates ... separated strictly by a hyperplane, that is, there exists a hyperplane h such that C and D lie in the ... 4.2. Classic Theorems for Convex Sets c0 d0 C Dh c ′ Figure 4.2: The hyperplane h strictly separates ...
https://ti.inf.ethz.ch/ew/courses/Geo14/lecture/gca14-7.pdf
... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ...
https://ti.inf.ethz.ch/ew/lehre/APC16/exercises/solution-KW47.pdf
... hyperplane corresponding to ax � b is not part of the boundary of the feasible region (in other words, it is ... only if the hyperplane corresponding to ax b is not part of the boundary of the feasible region (in ...
