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(88-72) |
I. Kriz :
Ordinal types in Ramsey theory and well-partial-ordering theory.
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(88-73) |
D. Volny :
Counterexamples to the central limit problem for stationary dependent random variables.
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(88-74) |
J. Matousek, J. Nesetril, R. Thomas :
On polynomial-time decidability of induced minor-closed classes.
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(88-75) |
J. Kratochvil, J. Nesetril :
Planar subgraphs of topological layouts.
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(88-76) |
J. Ulehla :
The description of the behaviour of the finite automaton in the Abelian group with two pebbles.
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(88-77) |
J. Rohn :
A short proof of finiteness of Murty's complementary pivot algorithm.
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(88-78) |
J. Ulehla :
Over the 28-August-87's draft of detecting regularities in computations by Oded Maler.
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(88-79) |
J. Rohn :
Nearness of matrices to singularity.
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(88-80) |
B. Gruber :
Reduced cells based on extremal principles (On a certain classification of Buerger cells).
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(88-81) |
S. Poljak, M. Schegel :
Computing Jordan canonical form of a matrix from its pattern.
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(88-82) |
P. Hell, J. Nesetril :
Universality of directed graphs of a given height.
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(88-83) |
J. Kratochvil :
String graphs I: The number of critical nonstring graphs is infinite.
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(88-84) |
O. Zyka :
Bipartite density for 3-regular graphs with large girth.
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(88-85) |
V. Pus :
Chromatic number of product of graphs.
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(88-86) |
J. Kratochvil :
String graphs II: Recognizing string graphs is NP-hard.
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(88-87) |
M. Loebl, S. Poljak :
On line balancing strongly unimodular matrices.
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(88-88) |
J. Kratochvil, S. Poljak :
Compatible two-factors.
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(88-89) |
A. Pultr :
Diameters in locales: How bad they can be.
|
(88-90) |
J. Rohn :
An asymptotic result for linear interval systems.
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(88-91) |
J. Rohn :
A two-sequence method for linear interval equations.
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(88-92) |
R. Thomas :
The tree-width compactness theorem for hypergraphs.
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(88-93) |
J. Ulehla :
Languages of moves.
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(88-94) |
P. Hell, J. Nesetril :
Images of rigid digraphs.
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(88-95) |
J. Nesetril, G. Sabidussi :
Minimal graphs without bilateral symmetry: The case of induced length 4.
|
(88-96) |
J. Matousek, R. Thomas :
Algorithms finding tree-decompositions of graphs.
|
(88-97) |
B. Mohar, S. Poljak :
Eigenvalues and the max-cut problem.
|
(88-98) |
A. Pultr, W. Tholen :
Localic enrichments of categories.
|
(88-99) |
I. Kriz :
Well-quasiordering finite trees with gap-condition. Proof of Harvey Friedman's conjecture.
|
(88-100) |
I. Kriz :
Proving a witness lemma in better-quasiordering theory: The method of ``extensions''.
|
(88-101) |
J. Ulehla :
The twisted and the divisible mappings between the sets of all formal languages over given alphabets.
|
(88-102) |
The Annual Report.
|
(88-103) |
F. Mraz :
On local extremum of a quadratic function subject to linear constraints.
|
(88-104) |
M. Krivanek, M. Loebl :
On the computational complexity of distance and median problems on partitions.
|
(88-105) |
B. Banaschewski, A. Pultr :
Tarski's fixpoint lemma and combinatorial games.
|
(88-106) |
M. Loebl :
On gadgets.
|
(88-107) |
J. Kratochvil :
Perfect codes and two-graphs.
|
(88-108) |
B. Banaschewski, A. Pultr :
Cauchy points of metric locales.
|
(88-109) |
J. Ulehla :
The MAD project.
|
(88-110) |
J. Nesetril :
Ramsey theory.
|
(88-111) |
J. Ulehla :
Does this algorithm break the Kucera-Micali code?.
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(88-112) |
J. Ulehla :
The moments of the distance of a randomly permutated random restricted Kucera-Micali graph from restricted Kucera-Micali graphs.
|
(88-113) |
G. Brightwell, J. Nesetril :
Reorientation of covering graphs.
|
(88-114) |
E. Hajicova, J. Panevova, P. Sgall :
Recent results of automation projects in Prague.
|
(88-115) |
P. Alles, S. Poljak :
Long induced paths and cycles in Kneser graphs.
|
(88-116) |
S. Poljak :
On generic dimension of controllable subspace.
|
(88-117) |
S. Poljak, J. Rohn :
Radius of nonsingularity.
|
(88-118) |
D. Matula, L. Kucera :
An Expose-and-Merge algorithm and the chromatic number of a random graph.
|
(88-119) |
L. Kucera :
Graphs with small chromatic numbers are easy to color.
|
(88-120) |
J. Panevova, P. Sgall :
On the notion of Interlingua.
|
(88-121) |
I. Kriz, R. Thomas :
On well-quasiordering finite structures with labels.
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