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Results:
1-11
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Results: 11
THE LARGEST K-BALL IN A D-DIMENSIONAL BOX
Authors:
EVERETT H STOJMENOVIC I VALTR P WHITESIDES S
Citation:
H. Everett et al., THE LARGEST K-BALL IN A D-DIMENSIONAL BOX, Computational geometry, 11(2), 1998, pp. 59-67
RAMSEY-TYPE RESULTS FOR GEOMETRIC GRAPHS, II
Authors:
KAROLYI G PACH J TOTH G VALTR P
Citation:
G. Karolyi et al., RAMSEY-TYPE RESULTS FOR GEOMETRIC GRAPHS, II, Discrete & computational geometry, 20(3), 1998, pp. 375-388
A POSITIVE FRACTION ERDOS-SZEKERES THEOREM
Authors:
BARANY I VALTR P
Citation:
I. Barany et P. Valtr, A POSITIVE FRACTION ERDOS-SZEKERES THEOREM, Discrete & computational geometry, 19(3), 1998, pp. 335-342
NOTE ON THE ERDOS-SZEKERES THEOREM
Authors:
TOTH G VALTR P
Citation:
G. Toth et P. Valtr, NOTE ON THE ERDOS-SZEKERES THEOREM, Discrete & computational geometry, 19(3), 1998, pp. 457-459
ON GEOMETRIC GRAPHS WITH NO K PAIRWISE PARALLEL EDGES
Authors:
VALTR P
Citation:
P. Valtr, ON GEOMETRIC GRAPHS WITH NO K PAIRWISE PARALLEL EDGES, Discrete & computational geometry, 19(3), 1998, pp. 461-469
A RAMSEY PROPERTY OF ORDER TYPES
Authors:
NESETRIL J VALTR P
Citation:
J. Nesetril et P. Valtr, A RAMSEY PROPERTY OF ORDER TYPES, J COMB TH A, 81(1), 1998, pp. 88-107
ON THE DENSITY OF SUBGRAPHS IN A GRAPH WITH BOUNDED INDEPENDENCE NUMBER
Authors:
VALTR P
Citation:
P. Valtr, ON THE DENSITY OF SUBGRAPHS IN A GRAPH WITH BOUNDED INDEPENDENCE NUMBER, J COMB TH B, 73(2), 1998, pp. 146-158
GUARDING GALLERIES WHERE NO POINT SEES A SMALL-AREA
Authors:
VALTR P
Citation:
P. Valtr, GUARDING GALLERIES WHERE NO POINT SEES A SMALL-AREA, Israel Journal of Mathematics, 104, 1998, pp. 1-16
CUTTING DENSE POINT SETS IN HALF
Authors:
EDELSBRUNNER H VALTR P WELZL E
Citation:
H. Edelsbrunner et al., CUTTING DENSE POINT SETS IN HALF, Discrete & computational geometry, 17(3), 1997, pp. 243-255
PROBABILITY THAT N-RANDOM POINTS ARE IN CONVEX POSITION
Authors:
VALTR P
Citation:
P. Valtr, PROBABILITY THAT N-RANDOM POINTS ARE IN CONVEX POSITION, Discrete & computational geometry, 13(3-4), 1995, pp. 637-643
UNIT SQUARES INTERSECTING ALL SECANTS OF A SQUARE
Authors:
VALTR P
Citation:
P. Valtr, UNIT SQUARES INTERSECTING ALL SECANTS OF A SQUARE, Discrete & computational geometry, 11(2), 1994, pp. 235-239
Risultati:
1-11
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