Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Both sides previous revision Previous revision
publications [2019/03/14 17:03]
eble
publications [2019/03/14 17:06] (current)
eble
Line 19: Line 19:
   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Software integration and computer proofs. Mathematical software (Beijing, 2002), 15--28, World Sci. Publ., River Edge, NJ,  2002. [[http://​www.ams.org/​mathscinet-getitem?​mr=1932601|MR1932601]] ​   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Software integration and computer proofs. Mathematical software (Beijing, 2002), 15--28, World Sci. Publ., River Edge, NJ,  2002. [[http://​www.ams.org/​mathscinet-getitem?​mr=1932601|MR1932601]] ​
   - [[https://​www.mi.fu-berlin.de/​math/​groups/​ag-diskret-algebra-geom/​members/​Professoren/​christian_haase.html|Christian Haase]] and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. Examples and counterexamples for the Perles conjecture. Discrete Comput. Geom.  28  (2002), ​ no. 1, 29--44. [[http://​www.ams.org/​mathscinet-getitem?​mr=1904008|MR1904008 (2003e:​52016)]] ​   - [[https://​www.mi.fu-berlin.de/​math/​groups/​ag-diskret-algebra-geom/​members/​Professoren/​christian_haase.html|Christian Haase]] and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. Examples and counterexamples for the Perles conjecture. Discrete Comput. Geom.  28  (2002), ​ no. 1, 29--44. [[http://​www.ams.org/​mathscinet-getitem?​mr=1904008|MR1904008 (2003e:​52016)]] ​
-  - [[http://​www.math.uni-magdeburg.de/​~kaibel/​|Volker Kaibel]] and [[http://​www.math.tu-berlin.de/​~schwartz/​|Alexander Schwartz]]. On the complexity of polytope isomorphism problems. Graphs Combin. ​ 19  (2003), ​ no. 2, 215--230. [[http://​www.ams.org/​mathscinet-getitem?​mr=1996205|MR1996205 (2004e:​05125)]] ​+  - [[http://​www.math.uni-magdeburg.de/​~kaibel/​|Volker Kaibel]] and Alexander Schwartz. On the complexity of polytope isomorphism problems. Graphs Combin. ​ 19  (2003), ​ no. 2, 215--230. [[http://​www.ams.org/​mathscinet-getitem?​mr=1996205|MR1996205 (2004e:​05125)]] ​
   - [[http://​www.math.uni-magdeburg.de/​~kaibel/​|Volker Kaibel]] and [[https://​www2.mathematik.tu-darmstadt.de/​~pfetsch/​|Marc E. Pfetsch]]. Some algorithmic problems in polytope theory. (English summary) Algebra, geometry, and software systems, 23--47, Springer, Berlin, 2003. [[http://​www.ams.org/​mathscinet-getitem?​mr=2011752|MR2011752 (2004i:​52012)]] ​   - [[http://​www.math.uni-magdeburg.de/​~kaibel/​|Volker Kaibel]] and [[https://​www2.mathematik.tu-darmstadt.de/​~pfetsch/​|Marc E. Pfetsch]]. Some algorithmic problems in polytope theory. (English summary) Algebra, geometry, and software systems, 23--47, Springer, Berlin, 2003. [[http://​www.ams.org/​mathscinet-getitem?​mr=2011752|MR2011752 (2004i:​52012)]] ​
   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Beneath-and-beyond revisited. Algebra, geometry, and software systems, 1--21, Springer, Berlin, 2003. [[http://​www.ams.org/​mathscinet-getitem?​mr=2011751|MR2011751 (2004k:​68169)]] ​   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Beneath-and-beyond revisited. Algebra, geometry, and software systems, 1--21, Springer, Berlin, 2003. [[http://​www.ams.org/​mathscinet-getitem?​mr=2011751|MR2011751 (2004k:​68169)]] ​
Line 26: Line 26:
   - [[http://​www-ma2.upc.edu/​~julian/​|Julian Pfeifle]] and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. ​ On the monotone upper bound problem. Experiment. Math.  13  (2004), ​ no. 1, 1--11. [[http://​www.ams.org/​mathscinet-getitem?​mr=2065564|MR2065564 (2005f:​52032)]]     - [[http://​www-ma2.upc.edu/​~julian/​|Julian Pfeifle]] and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. ​ On the monotone upper bound problem. Experiment. Math.  13  (2004), ​ no. 1, 1--11. [[http://​www.ams.org/​mathscinet-getitem?​mr=2065564|MR2065564 (2005f:​52032)]]  
   - [[http://​math.berkeley.edu/​~bernd/​|Bernd Sturmfels]] and [[http://​math.berkeley.edu/​~jyu/​|Josephine Yu]]. Classification of six-point metrics. Electron. J. Combin. ​ 11  (2004), ​ no. 1, Research Paper 44, 16 pp. (electronic). [[http://​www.ams.org/​mathscinet-getitem?​mr=2097310|MR2097310 (2005m:​51016)]] ​   - [[http://​math.berkeley.edu/​~bernd/​|Bernd Sturmfels]] and [[http://​math.berkeley.edu/​~jyu/​|Josephine Yu]]. Classification of six-point metrics. Electron. J. Combin. ​ 11  (2004), ​ no. 1, Research Paper 44, 16 pp. (electronic). [[http://​www.ams.org/​mathscinet-getitem?​mr=2097310|MR2097310 (2005m:​51016)]] ​
-  - [[http://​www.math.tu-berlin.de/​~schwartz/​| ​Alexander Schwartz]] and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. Construction techniques for cubical complexes, odd cubical 4-polytopes,​ and prescribed dual manifolds. (English summary) Experiment. Math. 13 (2004), no. 4, 385--413. [[http://​www.ams.org/​mathscinet-getitem?​mr=2118264|MR2118264 (2007a:​52015)]] ​+  - Alexander Schwartz and [[http://​www.mi.fu-berlin.de/​math/​groups/​discgeom/​ziegler|Günter M. Ziegler]]. Construction techniques for cubical complexes, odd cubical 4-polytopes,​ and prescribed dual manifolds. (English summary) Experiment. Math. 13 (2004), no. 4, 385--413. [[http://​www.ams.org/​mathscinet-getitem?​mr=2118264|MR2118264 (2007a:​52015)]] ​
   - [[http://​math.berkeley.edu/​~lpachter/​|Lior Pachter]] and [[http://​math.berkeley.edu/​~bernd/​|Bernd Sturmfels]] (eds.). Algebraic statistics for computational biology, Cambridge Univ. Press, New York, 2005.    - [[http://​math.berkeley.edu/​~lpachter/​|Lior Pachter]] and [[http://​math.berkeley.edu/​~bernd/​|Bernd Sturmfels]] (eds.). Algebraic statistics for computational biology, Cambridge Univ. Press, New York, 2005. 
   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Polytope propagation on graphs. Algebraic statistics for computational biology, 181--192, Cambridge Univ. Press, New York,  2005.  [[http://​www.ams.org/​mathscinet-getitem?​mr=2205871|MR2205871]] ​   - [[https://​page.math.tu-berlin.de/​~joswig/​|Michael Joswig]]. Polytope propagation on graphs. Algebraic statistics for computational biology, 181--192, Cambridge Univ. Press, New York,  2005.  [[http://​www.ams.org/​mathscinet-getitem?​mr=2205871|MR2205871]] ​
  • publications.txt
  • Last modified: 2019/03/14 17:06
  • by eble