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「hyperplanes」の共起表現一覧(1語右で並び替え)
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| at are obtained by intersecting some of the | hyperplanes; among these subspaces are S itself, all th |
| These | hyperplanes are studied via the lift matroid of the gai |
| These | hyperplanes are treated through the frame matroid of th |
| The geometry of the | hyperplanes can be treated by using the following gain |
| he dihedral angle between two m-dimensional | hyperplanes defined by m points in n-dimensional space. |
| comb can be grouped into 5 sets of parallel | hyperplanes, each filled by a quarter cubic honeycomb. |
| cross-section of {3,4,3,3} by one of these | hyperplanes gives a rhombic dodecahedral honeycomb. |
| Sometimes one wants to allow repeated | hyperplanes in the arrangement. |
| s as configurations of points and lines (or | hyperplanes) instead of using coordinates, one gets exa |
| ometry and combinatorics, an arrangement of | hyperplanes is a finite set A of hyperplanes in a linea |
| without the requirement that the reflection | hyperplanes pass through the origin). |
| d by a set of orthogonal reflections across | hyperplanes passing through the origin. |
| ce: its centroid is the intersection of all | hyperplanes that divide X into two parts of equal momen |
| 1)-dimensional element will correspond to j | hyperplanes that intersect to give a (n − j)-dimensiona |
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