TU Berlin

FG Diskrete Mathematik / GeometrieListe

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Publikationen

Joswig, Michael and Theobald, Thorsten (2013). Polyhedral and algebraic methods in computational geometry. Springer, x+250.


Herrmann, Sven and Joswig, Michael and Pfetsch, Marc E. (2013). Computing the bounded subcomplex of an unbounded polyhedron. Comput. Geom., 541–551.


Joswig, Michael and Ziegler, Günter M. (2014). Foldable triangulations of lattice polygons. Amer. Math. Monthly, 706-710.


Herrmann, Sven and Joswig, Michael and Speyer, David (2014). Dressians, tropical Grassmannians, and their rays. Forum Math., 1853-1882.


Bödi, Richard and Herr, Katrin and Joswig, Michael (2013). Algorithms for highly symmetric linear and integer programs. Math. Program., 65–90.


Assarf, Benjamin and Joswig, Michael and Paffenholz, Andreas (2014). Smooth Fano polytopes with many vertices. Discrete Comput. Geom., 153–194.


Allamigeon, Xavier and Benchimol, Pascal and Gaubert, Stéphane and Joswig, Michael (2015). Tropicalizing the simplex algorithm. SIAM J. Discrete Math., 751-795.


Allamigeon, Xavier and Benchimol, Pascal and Gaubert, Stéphane and Joswig, Michael (2014). Combinatorial simplex algorithms can solve mean payoff games. SIAM J. Opt., 2096-2117.


Brodsky, Sarah and Joswig, Michael and Morrison, Ralph and Sturmfels, Bernd (2015). Moduli of plane tropical curves. Res. Math. Sci.


Joswig, Michael and Paffenolz, Andreas (2013). Torische Geometrie mit \textttpolymake. Computeralgebra-Rundbrief, 13-17.


Joswig, Michael (2015). Über die Anfänge einer Fields-Medaillistin. Mitteilungen der DMV, 43-45.


Michael Joswig (2015). Webs of stars or how to triangulate free sums of point configurations. Oberwolfach Reports


Michael Joswig (2015). Long and winding central paths. Oberwolfach Reports


Allamigeon, Xavier and Benchimol, Pascal and Gaubert, Stéphane and Joswig, Michael (2014). Long and winding central paths.


Assarf, Benjamin and Gawrilow, Ewgenij and Herr, Katrin and Joswig, Michael and Lorenz, Benjamin and Paffenholz, Andreas and Rehn, Thomas (2014). Computing convex hulls and counting integer points with \polymake.


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