A list of publications and forthcoming papers.
Ricardo Strausz
· Nonisomorphic complete triangulations of a surface; with J.Bracho; Discrete Mathematics, 232 (2001) 11-18, Elsevier, Noth-Holland.

·
Separoids, their categories and a Hadwiger-type theorem for transversals; with J.L.Arocha, J.Bracho, L.Montejano and D.Oliveros; Discrete & Computational Geometry, 27 (2002) 377-385, Springer-Verlag, N.Y.

·
Counting polytopes via the Radon complex; with J.J.Montellano-Ballesteros; Journal of Combinatorial Theory Series A, 106 (2004) 109-121, Academic Press, Canada.

·
A characterization of cocircuit graphs of uniform oriented matroids; with J.J.Montellano-Ballesteros; KAM-DIMATIA Series, 2002-565 (23p), Charles University, Praha, Cz. To appear in: Journal of Combinatorial Theory Series B, Academic Press, Canada.

·
Representation of separoids and a Tverberg-type problem; Procedings of the 9° Midsummer Combinatorial Workshop (2002), KAM-DIMATIA Series 2004-686, (M.Mares and J.Nesetril eds.) 42-51, Praha, Cz.

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Separoids and a characterization of linear uniform oriented matroids; with J.Bracho; KAM-DIMATIA Series, 2002-566 (17p), Charles University, Praha, Cz.

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On Radon’s theorem and representation of separoids; ITI Series, 2003-213 (25p), Charles University, Praha Cz.

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Tverberg-type theorems for separoids; with A.Pór and J.J.Montellano-Ballesteros; ITI Series, 2004-219 (16p), Charles University, Praha Cz.

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Universality of separoids; with J.Nesetril; KAM-DIMATIA Series, 2004-705 (21p), Charles University, Praha Cz..

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Open problems of separoids; Procedings of the XI Midsummer Combinatorial Workshop (2004), KAM-DIMATIA Series (Z.Dvorak and J.Nesetril eds.), Praha, Cz.

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The modular n-queens problem in higher dimensions; with R.Gómez-Aiza and J.J.Montellano-Ballesteros (2004).

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Triangulaciones completas de superficies de orden pequeño; Bachelor Thesis, Universidad Nacional Autónoma de México (1995).

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4-gráficas tensas y una probadita de topología; Situs Serie B, 1 (1995) 27-33, UNAM.

· Separoides;
Situs Serie B, 5 (1998) 36-41, UNAM.

·
Separoides: el complejo de Radon; Masters Thesis, Universidad Autónoma de México (2001).

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On Separoids; Doctoral Thesis, Universidad Nacional Autónoma de México (2004).

· On tight k-graphs; with J.L.Arocha, J.Bracho and V.Neumann-Lara; (1996).

· A polynomial algorithm to recognize the cocircuit graph of a uniform oriented matroid; with R.Gómez-Aiza and J.J.Montellano-Ballesteros; (2003).

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