Komei Fukuda's Conference Page
... , Ascona, Switzerland Arrangements of Hyperplanes - Algebra, Combinatorics, Geometry, and Topology , May 15 ...
Prof. Dr. Bernd Gärtner
... characterization of arrangements of hyperplanes (or configurations of points, which are dual to arrangements, as we ... arrangements. Given a set of hyperplanes $H$ in $d$-space, where one of the open halfspaces of each $h\in H$ is ... arrangements of hyperplanes (or configurations of points, which are dual to arrangements, as we will see in ... arrangements. Given a set of hyperplanes $H$ in $d$-space, where one of the open halfspaces of each $h\in H$ is ...
https://people.inf.ethz.ch/siweber/files/theses/proposals/sw_00.pdf
... combinatorial descriptions of arrangements of (pseudo-) hyperplanes. Just as with USOs, each P-LCP instance ... combinatorial descriptions of arrangements of (pseudo-) hyperplanes. Just as with USOs, each P-LCP instance ...
https://people.inf.ethz.ch/fukudak/lect/omsemi/omseminar2013_ref.pdf
... fundamental mathematical objects such as point configura- tions, arrangement of hyperplanes, convex polytopes ... in arrangements of hyperplanes. Geom. Dedicata, 8(2):179–187, 1979. [23] P. W. Shor. Stretchability ... fundamental mathematical objects such as point configura- tions, arrangement of hyperplanes, convex polytopes ... in arrangements of hyperplanes. Geom. Dedicata, 8(2):179–187, 1979. [23] P. W. Shor. Stretchability ...
https://people.math.ethz.ch/~einsiedl/BAWinningHigh_28_0.pdf
... small hyperplanes exist. The precise value of ξ0 = √ k is irrelevant for the main result of the paper ... hyperplanes (but that this number cannot be bounded independent of the lattice). Both, the corollary regarding ... small hyperplanes exist. The precise value of ξ0 = √ k is irrelevant for the main result of the paper ... hyperplanes (but that this number cannot be bounded independent of the lattice). Both, the corollary regarding ...
https://ti.inf.ethz.ch/ew/courses/Geo14/lecture/gca14-19.pdf
... points and hyperplanes in Rd are very similar objects, given that both can be described using d ... between points and hyperplanes. In R2 hyperplanes are lines and the standard projec- tive duality ... points and hyperplanes in Rd are very similar objects, given that both can be described using d ... between points and hyperplanes. In R2 hyperplanes are lines and the standard projec- tive duality ...
https://ti.inf.ethz.ch/ew/courses/Geo14/lecture/gca14-22.pdf
... points and hyperplanes in Rd are very similar objects, given that both can be described using d ... between points and hyperplanes. In R2 hyperplanes are lines and the standard projec- tive duality ... points and hyperplanes in Rd are very similar objects, given that both can be described using d ... between points and hyperplanes. In R2 hyperplanes are lines and the standard projec- tive duality ...
https://people.math.ethz.ch/~einsiedl/skewfinal.pdf
... ∈(H+B(r))∩Zd αn(U) = {0X}. We let Nd−1(α) denote the set of all hyperplanes along which α is not ex ... Grassman manifold of hyperplanes, and it determines all lower dimensional expansive behavior. For algebraic ... ∈(H+B(r))∩Zd αn(U) = {0X}. We let Nd−1(α) denote the set of all hyperplanes along which α is not ex ... Grassman manifold of hyperplanes, and it determines all lower dimensional expansive behavior. For algebraic ...
https://www.ifi.uzh.ch/dam/jcr:94dfce1f-60f6-42de-8bcd-f367eb80b535...
... of t hyperplanes such that any connected component P ′ of P \H, the function Rev(Mp, v) is linear ... v. Let vi(1), vi(2), . . . , vi(m) be bidder i’s marginal values.We need to check 2m hyperplanes of ... of t hyperplanes such that any connected component P ′ of P \H, the function Rev(Mp, v) is linear ... to check 2m hyperplanes of the form si ≥ α, si ≤ α, α ∈ [m] to determine how many units are included ...
https://people.math.ethz.ch/~felder/List_of_publications_Felder_2022.pdf
... ] G. Felder and A. P. Veselov, Coxeter group actions on the complement of hyperplanes and special ... ] G. Felder and A. P. Veselov, Coxeter group actions on the complement of hyperplanes and special ...
