On the connected components of the space of line transversals to a family of convex sets (English)
Free access
- New search for: Goodman, J. E.
- New search for: Pollack, R.
- New search for: Wenger, R.
- New search for: Goodman, J. E.
- New search for: Pollack, R.
- New search for: Wenger, R.
In:
Discrete & Computational Geometry
;
13
, 3
;
469-476
;
1995
- Article (Journal) / Electronic Resource
-
Title:On the connected components of the space of line transversals to a family of convex sets
-
Contributors:
-
Published in:Discrete & Computational Geometry ; 13, 3 ; 469-476
-
Publisher:
- New search for: Springer New York
-
Place of publication:New York
-
Publication date:1995-06-01
-
Size:8 pages
-
ISSN:
-
DOI:
-
Type of media:Article (Journal)
-
Type of material:Electronic Resource
-
Language:English
-
Keywords:
-
Source:
Table of contents – Volume 13, Issue 3
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 243
-
Guest editors' forewordBárány, Imre / Pach, János et al. | 1995
- 245
-
Bounding the piercing numberAlon, N. / Kalai, G. et al. | 1995
- 257
-
Arrangements of segments that share endpoints: Single face resultsArkin, E. M. / Halperin, D. / Kedem, K. / Mitchell, J. S. B. / Naor, N. et al. | 1995
- 271
-
Mahler's conjecture and waveletsBall, K. et al. | 1995
- 279
-
The limit shape of convex lattice polygonsBárány, I. et al. | 1995
- 297
-
Sausages are good packingsBetke, U. / Henk, M. / Wills, J. M. et al. | 1995
- 313
-
Finite and uniform stability of sphere coveringsBezdek, A. / Bezdek, K. / Connelly, R. et al. | 1995
- 321
-
The cubicald-polytopes with fewer than 2 d+1 verticesBlind, G. / Blind, R. et al. | 1995
- 347
-
Equifacetted 3-spheres as topes of nonpolytopal matroid polytopesBokowski, J. / Schuchert, P. et al. | 1995
- 363
-
An elementary approach to lower bounds in geometric discrepancyChazelle, B. / Matoušek, J. / Sharir, M. et al. | 1995
- 383
-
What are all the best sphere packings in low dimensions?Conway, J. H. / Sloane, N. J. A. et al. | 1995
- 405
-
The countability of a tiling family and the periodicity of a tilingDolbilin, N. et al. | 1995
- 415
-
The union of balls and its dual shapeEdelsbrunner, H. et al. | 1995
- 441
-
Two combinatorial problems in the planeErdős, P. / Purdy, G. et al. | 1995
- 445
-
Covering the plane with two kinds of circlesTóth, G. Fejes et al. | 1995
- 459
-
A left-first search algorithm for planar graphsFraysseix, H. / Mendez, P. O. / Pach, J. et al. | 1995
- 469
-
On the connected components of the space of line transversals to a family of convex setsGoodman, J. E. / Pollack, R. / Wenger, R. et al. | 1995
- 477
-
Largestj-simplices inn-polytopesGritzmann, P. / Klee, V. / Larman, D. et al. | 1995
- 517
-
A helmholtz-lie type characterization of ellipsoids, IGruber, P. M. et al. | 1995
- 529
-
On surface-minimizing polyhedral decompositionsHeppes, A. et al. | 1995
- 541
-
Isoperimetric problems for convex bodies and a localization lemmaKannan, R. / Lovász, L. / Simonovits, M. et al. | 1995
- 561
-
Knotted lattice-like space fillersKuperberg, W. et al. | 1995
- 569
-
Tilings of the square with similar rectangelsLaczkovich, M. / Szekeres, G. et al. | 1995
- 569
-
Tilings of the Square with Similar RectanglesLaczkovich, M. / Szekeres, G. et al. | 1995
- 573
-
Polytopes that Fill R^n and Scissors CongruenceLagarias, J. C. / Moews, D. et al. | 1995
- 573
-
Polytopes that fill ℝn and scissors congruenceand scissors congruenceLagarias, J. C. / Moews, D. et al. | 1995
- 585
-
Embedding a polytope in a latticeMaehara, H. et al. | 1995
- 593
-
Tight upper bounds for the discrepancy of half-spacesMatoušek, J. et al. | 1995
- 603
-
Another space-filling trefoil knotSchmitt, P. et al. | 1995
- 609
-
Isoperimetric inequalities for infinite hyperplane systemsSchneider, R. et al. | 1995
- 629
-
On antipodal and adjoint pairs of points for two convex bodiesSoltan, V. et al. | 1995
- 637
-
Probability thatn random points are in convex positionValtr, P. et al. | 1995