45 results on '"Strausz, Ricardo"'
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2. On the number of heterochromatic trees in nice and beautiful colourings of complete graphs
3. H-Kernels by Walks
4. How do 9 Points Look Like in E3?
5. H-Kernels by Walks
6. On the Number of Heterochromatic Trees in Nice and Beautiful Colorings of Complete Graphs
7. On Panchromatic Patterns
8. On The Acyclic MacPhersonian
9. A graph-theoretical axiomatization of oriented matroids
10. Cubic Time Recognition of Cocircuit Graphs of Uniform Oriented Matroids
11. On the Pseudoachromatic Index of the Complete Graph III
12. A graph-theoretical axiomatization of oriented matroids
13. On Panchromatic Digraphs and the Panchromatic Number
14. ¿How do 9 Points Look Like in $$\mathbb {E}^3$$?
15. On the Number of Heterochromatic Trees in Nice and Beautiful Colorings of Complete Graphs
16. Cubic time recognition of cocircuit graphs of uniform oriented matroids
17. On the number of heterochromatic trees in nice and beautiful colourings of complete graphs
18. On the pseudoachromatic index of the complete graph II
19. A Generalisation of Tverberg’s Theorem
20. On the number of antipodal bicolored necklaces
21. Hyperseparoids: A Representation Theorem
22. Carathéodory-type Theorems à la Bárány
23. Erdős–Szekeres “happy end”-type theorems for separoïds
24. Two geometric representation theorems for separoids
25. Tverberg-Type Theorems for Separoids
26. A characterization of cocircuit graphs of uniform oriented matroids
27. Counting polytopes via the Radon complex
28. Nonisomorphic complete triangulations of a surface
29. On panchromatic patterns
30. A manifold associated to a topological (n sub k) configuration
31. A generalisation of Tverberg’s theorem
32. On Tverbergʼs theorem
33. A manifold associated to a topological (n_k) configuration
34. On Panchromatic Digraphs and the Panchromatic Number
35. Polynomial Time Recognition of Uniform Cocircuit Graphs
36. Bounding the pseudoachromatic index of the complete graph via projective planes
37. A graph-theoretical axiomatization of oriented matroids
38. On the number of antipodal bicolored necklaces
39. On the pseudoachromatic index of the complete graph
40. Hyperseparoids: A Representation Theorem
41. Carathéodory-type Theorems à la Bárány
42. Applying DNA computing to diagnose-and-interfere hepatic fibrosis
43. Homomorphisms of separoids
44. On conjectures of Frankl and El-Zahar
45. On the pseudoachromatic index of the complete graph.
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